Theorem, big Paralist and Amsart
2
I'd like to enunciate a theorem with a large list of graphs (tikzcd) side by side. You can see that Tex skips a large space in the theorem and still does not show the whole list.
I think the problem is the amsart package which is a magazine requirement.
Sorry about the very large file.
Thank you in advance.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{paperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{paralist} %listagem
usepackage{tabto}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
usepackage{MnSymbol} % udots
usepackage{amsthm}
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$ such that $overline{Q}$ is not of tree type. Then $KDelta$ or $KDelta^{op}$ is isomorphic to one of the following algebras:
NumTabs{2}
begin{inparaenum}
noindent %1
item
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
tabitem %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
tabitem %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
tabitem %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
tabitem %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
tabitem %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
tabitem %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
tabitem %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
tabitem %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
tabitem %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
tabitem %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
tabitem %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
tabitem %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
tabitem %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
tabitem %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
tabitem %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
tabitem %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
tabitem %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
tabitem %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
tabitem %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
tabitem %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
tabitem %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
tabitem %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
tabitem %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
tabitem %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{inparaenum}
end{theorem}
end{document}
amsthm amsart paralist
asked 9 hours ago
VascoVasco
473
add a comment |
2
I'd like to enunciate a theorem with a large list of graphs (tikzcd) side by side. You can see that Tex skips a large space in the theorem and still does not show the whole list.
I think the problem is the amsart package which is a magazine requirement.
Sorry about the very large file.
Thank you in advance.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{paperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{paralist} %listagem
usepackage{tabto}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
usepackage{MnSymbol} % udots
usepackage{amsthm}
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$ such that $overline{Q}$ is not of tree type. Then $KDelta$ or $KDelta^{op}$ is isomorphic to one of the following algebras:
NumTabs{2}
begin{inparaenum}
noindent %1
item
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
tabitem %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
tabitem %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
tabitem %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
tabitem %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
tabitem %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
tabitem %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
tabitem %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
tabitem %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
tabitem %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
tabitem %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
tabitem %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
tabitem %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
tabitem %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
tabitem %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
tabitem %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
tabitem %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
tabitem %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
tabitem %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
tabitem %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
tabitem %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
tabitem %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
tabitem %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
tabitem %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
tabitem %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{inparaenum}
end{theorem}
end{document}
amsthm amsart paralist
asked 9 hours ago
VascoVasco
473
What you have here is, in essence, a very large graphic, and it simply doesn't fit in the space available on the page. You should find a way to break it into several pieces, so that it can go onto more than one page. (Sorry I can't help with that; I don't have a working tex system available just now.)
– barbara beeton
9 hours ago
add a comment |
2
2
2
I'd like to enunciate a theorem with a large list of graphs (tikzcd) side by side. You can see that Tex skips a large space in the theorem and still does not show the whole list.
I think the problem is the amsart package which is a magazine requirement.
Sorry about the very large file.
Thank you in advance.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{paperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{paralist} %listagem
usepackage{tabto}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
usepackage{MnSymbol} % udots
usepackage{amsthm}
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$ such that $overline{Q}$ is not of tree type. Then $KDelta$ or $KDelta^{op}$ is isomorphic to one of the following algebras:
NumTabs{2}
begin{inparaenum}
noindent %1
item
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
tabitem %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
tabitem %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
tabitem %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
tabitem %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
tabitem %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
tabitem %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
tabitem %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
tabitem %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
tabitem %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
tabitem %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
tabitem %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
tabitem %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
tabitem %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
tabitem %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
tabitem %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
tabitem %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
tabitem %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
tabitem %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
tabitem %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
tabitem %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
tabitem %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
tabitem %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
tabitem %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
tabitem %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{inparaenum}
end{theorem}
end{document}
amsthm amsart paralist
asked 9 hours ago
VascoVasco
473
I'd like to enunciate a theorem with a large list of graphs (tikzcd) side by side. You can see that Tex skips a large space in the theorem and still does not show the whole list.
I think the problem is the amsart package which is a magazine requirement.
Sorry about the very large file.
Thank you in advance.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{paperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{paralist} %listagem
usepackage{tabto}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
usepackage{MnSymbol} % udots
usepackage{amsthm}
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$ such that $overline{Q}$ is not of tree type. Then $KDelta$ or $KDelta^{op}$ is isomorphic to one of the following algebras:
NumTabs{2}
begin{inparaenum}
noindent %1
item
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
tabitem %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
tabitem %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
tabitem %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
tabitem %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
tabitem %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
tabitem %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
tabitem %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
tabitem %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
tabitem %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
tabitem %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
tabitem %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
tabitem %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
tabitem %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
tabitem %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
tabitem %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
tabitem %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
tabitem %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
tabitem %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
tabitem %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
tabitem %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
tabitem %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
tabitem %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
tabitem %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
tabitem %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{inparaenum}
end{theorem}
end{document}
amsthm amsart paralist
amsthm amsart paralist
asked 9 hours ago
VascoVasco
473
asked 9 hours ago
VascoVasco
473
asked 9 hours ago
VascoVasco
473
asked 9 hours ago
VascoVasco
473
asked 9 hours ago
VascoVasco
473
473
What you have here is, in essence, a very large graphic, and it simply doesn't fit in the space available on the page. You should find a way to break it into several pieces, so that it can go onto more than one page. (Sorry I can't help with that; I don't have a working tex system available just now.)
– barbara beeton
9 hours ago
add a comment |
What you have here is, in essence, a very large graphic, and it simply doesn't fit in the space available on the page. You should find a way to break it into several pieces, so that it can go onto more than one page. (Sorry I can't help with that; I don't have a working tex system available just now.)
– barbara beeton
9 hours ago
What you have here is, in essence, a very large graphic, and it simply doesn't fit in the space available on the page. You should find a way to break it into several pieces, so that it can go onto more than one page. (Sorry I can't help with that; I don't have a working tex system available just now.)
– barbara beeton
9 hours ago
What you have here is, in essence, a very large graphic, and it simply doesn't fit in the space available on the page. You should find a way to break it into several pieces, so that it can go onto more than one page. (Sorry I can't help with that; I don't have a working tex system available just now.)
– barbara beeton
9 hours ago
add a comment |
1 Answer
1
active
oldest
votes
3
The issue is that inparaenum makes a single unbreakable box with the material inside it. I suggest using the tasks package.
This requires using ampersand replacement=&, but it's just one “find and replace”.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{
paperwidth=176mm,
paperheight=250mm,
textheight=189mm,
tmargin=35mm,
lmargin=30mm,
rmargin=20mm,
headsep=8mm,
headheight=11.0pt,
footskip=30pt,
twoside=true,
}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{tasks}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
%usepackage{MnSymbol} % udots
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$
such that $overline{Q}$ is not of tree type. Then $KDelta$ or
$KDelta^{op}$ is isomorphic to one of the following algebras:
tikzcdset{ampersand replacement=&}%
begin{tasks}[counter-format=(tsk[1]),label-format=upshape,label-width=2em](2)
task
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
task %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
task %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
task %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
task %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
task %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
task %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
task %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
task %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
task %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
task %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
task %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
task %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
task %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
task %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
task %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
task %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
task %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
task %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
task %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
task %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
task %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
task %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
task %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
task %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{tasks}
end{theorem}
end{document}
Note that I commented usepackage{MnSymbol}: this package changes the appearance of all math symbols, in a way that's not really compatible with the text font you're using. If you just need udots there are other methods for importing the single symbol.
answered 9 hours ago
egregegreg
732k8919303253
add a comment |
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The issue is that inparaenum makes a single unbreakable box with the material inside it. I suggest using the tasks package.
This requires using ampersand replacement=&, but it's just one “find and replace”.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{
paperwidth=176mm,
paperheight=250mm,
textheight=189mm,
tmargin=35mm,
lmargin=30mm,
rmargin=20mm,
headsep=8mm,
headheight=11.0pt,
footskip=30pt,
twoside=true,
}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{tasks}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
%usepackage{MnSymbol} % udots
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$
such that $overline{Q}$ is not of tree type. Then $KDelta$ or
$KDelta^{op}$ is isomorphic to one of the following algebras:
tikzcdset{ampersand replacement=&}%
begin{tasks}[counter-format=(tsk[1]),label-format=upshape,label-width=2em](2)
task
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
task %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
task %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
task %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
task %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
task %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
task %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
task %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
task %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
task %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
task %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
task %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
task %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
task %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
task %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
task %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
task %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
task %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
task %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
task %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
task %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
task %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
task %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
task %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
task %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{tasks}
end{theorem}
end{document}
Note that I commented usepackage{MnSymbol}: this package changes the appearance of all math symbols, in a way that's not really compatible with the text font you're using. If you just need udots there are other methods for importing the single symbol.
answered 9 hours ago
egregegreg
732k8919303253
add a comment |
3
The issue is that inparaenum makes a single unbreakable box with the material inside it. I suggest using the tasks package.
This requires using ampersand replacement=&, but it's just one “find and replace”.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{
paperwidth=176mm,
paperheight=250mm,
textheight=189mm,
tmargin=35mm,
lmargin=30mm,
rmargin=20mm,
headsep=8mm,
headheight=11.0pt,
footskip=30pt,
twoside=true,
}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{tasks}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
%usepackage{MnSymbol} % udots
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$
such that $overline{Q}$ is not of tree type. Then $KDelta$ or
$KDelta^{op}$ is isomorphic to one of the following algebras:
tikzcdset{ampersand replacement=&}%
begin{tasks}[counter-format=(tsk[1]),label-format=upshape,label-width=2em](2)
task
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
task %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
task %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
task %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
task %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
task %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
task %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
task %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
task %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
task %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
task %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
task %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
task %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
task %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
task %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
task %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
task %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
task %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
task %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
task %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
task %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
task %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
task %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
task %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
task %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{tasks}
end{theorem}
end{document}
Note that I commented usepackage{MnSymbol}: this package changes the appearance of all math symbols, in a way that's not really compatible with the text font you're using. If you just need udots there are other methods for importing the single symbol.
answered 9 hours ago
egregegreg
732k8919303253
add a comment |
3
3
3
The issue is that inparaenum makes a single unbreakable box with the material inside it. I suggest using the tasks package.
This requires using ampersand replacement=&, but it's just one “find and replace”.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{
paperwidth=176mm,
paperheight=250mm,
textheight=189mm,
tmargin=35mm,
lmargin=30mm,
rmargin=20mm,
headsep=8mm,
headheight=11.0pt,
footskip=30pt,
twoside=true,
}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{tasks}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
%usepackage{MnSymbol} % udots
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$
such that $overline{Q}$ is not of tree type. Then $KDelta$ or
$KDelta^{op}$ is isomorphic to one of the following algebras:
tikzcdset{ampersand replacement=&}%
begin{tasks}[counter-format=(tsk[1]),label-format=upshape,label-width=2em](2)
task
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
task %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
task %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
task %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
task %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
task %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
task %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
task %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
task %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
task %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
task %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
task %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
task %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
task %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
task %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
task %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
task %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
task %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
task %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
task %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
task %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
task %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
task %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
task %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
task %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{tasks}
end{theorem}
end{document}
Note that I commented usepackage{MnSymbol}: this package changes the appearance of all math symbols, in a way that's not really compatible with the text font you're using. If you just need udots there are other methods for importing the single symbol.
answered 9 hours ago
egregegreg
732k8919303253
The issue is that inparaenum makes a single unbreakable box with the material inside it. I suggest using the tasks package.
This requires using ampersand replacement=&, but it's just one “find and replace”.
documentclass[10pt,reqno]{amsart}
usepackage[english]{babel}
usepackage[utf8]{inputenc}
usepackage{geometry}
geometry{
paperwidth=176mm,
paperheight=250mm,
textheight=189mm,
tmargin=35mm,
lmargin=30mm,
rmargin=20mm,
headsep=8mm,
headheight=11.0pt,
footskip=30pt,
twoside=true,
}
usepackage[fixlanguage]{babelbib}
usepackage{tikz-cd}
usepackage{color}
usepackage{tensor}
usepackage{amsmath} % operatorname
usepackage{amsfonts} % mathhbb
usepackage{amssymb} % widetilde ncong
usepackage{multicol}
usepackage{url}
usepackage{tasks}
usepackage{tikz-cd}
usetikzlibrary{decorations.pathreplacing}
usepackage{mathtools}
usepackage{mathdots}
makeatletter
DeclareRobustCommand{rvdots}{%
vbox{
baselineskip4p@lineskiplimitz@
kern-p@
hbox{.}hbox{.}hbox{.}
}}
%usepackage{MnSymbol} % udots
newtheorem{theorem}{Theorem}
begin{document}
begin{theorem}
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbb{E}_7$
such that $overline{Q}$ is not of tree type. Then $KDelta$ or
$KDelta^{op}$ is isomorphic to one of the following algebras:
tikzcdset{ampersand replacement=&}%
begin{tasks}[counter-format=(tsk[1]),label-format=upshape,label-width=2em](2)
task
begin{tikzcd}[column sep=tiny, row sep=tiny]
& bullet arrow[dl] & & bullet arrow[ll] &\
bullet arrow[rrrr, dotted, dash] & & & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[uu] & & bullet arrow[ll] & & bullet arrow[ll]
end{tikzcd}
task %2
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dl] &&\
bullet &bullet arrow[l] ar[rr, dotted, dash] &&bullet arrow[dd] arrow[ul] &\
&&&&\
&bullet arrow[uu] &bullet arrow[l] &bullet arrow[l] &
end{tikzcd}
task %3
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&&bullet arrow[dll] &&\
bullet ar[d] &bullet ar[l] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
bullet &&&&&\
&&bullet arrow[uul] &&bullet arrow[ll] &
end{tikzcd}
task %4
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dll] && \
bullet ar[dd] arrow[rrrr, dotted, dash] &&&&bullet arrow[ull] arrow[ddl] \
&&&& \
bullet &bullet arrow[uul] &&bullet arrow[ll] & bullet ar[uu]
end{tikzcd}
task %5
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet &\
bullet arrow[dd] & & bullet arrow[ll] arrow[rr] arrow[dd, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet & & bullet arrow[ll]
end{tikzcd}
task %6
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & & bullet arrow[ld] &\
bullet arrow[dd] & & bullet arrow[rr, dotted, dash] & & bullet arrow[ul] arrow[dd] \
& & & &\
bullet arrow[rr] & & bullet arrow[uu] & & bullet arrow[ll]
end{tikzcd}
task %7
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dr] & & bullet arrow[ll] arrow[ld, dotted, dash] arrow[rd] & & bullet \
& bullet & & bullet arrow[dd] arrow[ur] & \
& & & & \
& bullet arrow[uu] & & bullet arrow[ll] &
end{tikzcd}
task %8
begin{tikzcd}[column sep=tiny, row sep=tiny]
% & & & & \
bullet & bullet arrow[d] arrow[rr] arrow[ddrr, dotted, dash] & &bullet arrow[dd] \
& bullet arrow[d] & & \
bullet arrow[uu] & bullet arrow[l] arrow[rr] & & bullet
end{tikzcd}
task %9
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&& \
bullet arrow[uu] &bullet arrow[l] arrow[rr] &&bullet ar[uull]\
&bullet ar[u] &&
end{tikzcd}
task %10
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dr] &\
bullet arrow[r] &bullet arrow[dd, dotted, dash] &&bullet arrow[dd] \
&&&\
bullet ar[r] &bullet arrow[luu] arrow[rr] &&bullet arrow[uull]
end{tikzcd}
task %11
begin{tikzcd}[column sep=tiny, row sep=tiny]
& & bullet arrow[dr] & \
bullet & bullet arrow[d] arrow[ddrr, dotted, dash] arrow[ur] & & bullet arrow[dd] \
& bullet arrow[d] & & \
& bullet arrow[luu] arrow[rr] & & bullet
end{tikzcd}
task %12
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] &&bullet arrow[ll] arrow[ddr] &bullet \
&&& \
bullet ar[d] arrow[urur, dotted, dash] &&&bullet arrow[dl] arrow[uu] \
bullet &&bullet arrow[ull] &
end{tikzcd}
task %13
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] & & bullet arrow[ddr, dotted, dash] & bullet arrow[l] \
& bullet arrow[ur] & & \
bullet arrow[ur] & & & bullet arrow[dl] arrow[uu] \
& & bullet arrow[ull] &
end{tikzcd}
task %14
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[rr] &&bullet arrow[ddd, dotted, dash] &&&bullet arrow[dddl] \
&&&&& \
&&&&& \
bullet ar[r] &bullet ar[r] &bullet arrow[lluuu] arrow[rr] &&bullet arrow[uuull] &
end{tikzcd}
task %15
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet && bullet arrow[d] arrow[rrr] && & bullet arrow[dddl] \
&& bullet arrow[d] && & \
&& bullet arrow[d] && & \
&& bullet arrow[lluuu] arrow[rr] && bullet arrow[uuull, dotted, dash] &
end{tikzcd}
task %16
begin{tikzcd}[column sep=tiny, row sep=tiny]
&& & & bullet \
bullet arrow[drr] && bullet arrow[ll] arrow[drr] arrow[d, dotted, dash] & & bullet arrow[u] \
bullet arrow[u] && bullet & & bullet arrow[ll] arrow[u]
end{tikzcd}
task %17
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet arrow[dd] arrow[rrr] & & & bullet arrow[ddl, dotted, dash] & bullet arrow[dd] \
& bullet arrow[ul] & & & \
bullet & & bullet arrow[ul] arrow[rr] & & bullet arrow[uul]
end{tikzcd}
task %18
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[ddl] &&bullet ar[ll] \
&&&\
bullet arrow[rr, dotted, dash] && bullet ar[uul] arrow[d] &bullet ar[uu] ar[l] arrow[uull, dotted, dash] \
bullet arrow[u] &&bullet arrow[ll] &
end{tikzcd}
task %19
begin{tikzcd}[column sep=tiny, row sep=tiny]
bullet &bullet arrow[ddl] &&bullet arrow[ll] & \
&&&&\
bullet ar[uu] arrow[rrrr, dotted, dash] &&&&bullet arrow[d] arrow[uulll] \
bullet arrow[u] &&&&bullet arrow[llll]
end{tikzcd}
task %20
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[rr] &&bullet arrow[ddll, dotted, dash] \
&&&&\
bullet arrow[rr] &&bullet arrow[rr] arrow[uu] &&bullet arrow[d] arrow[uu] \
bullet &&&&bullet arrow[llll]
end{tikzcd}
task %21
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddl] &&&bullet ar[lll] \
&&&&\
&&&&\
bullet arrow[rr, dotted, dash] &&bullet arrow[dl] arrow[uuul] &bullet ar[l] &bullet ar[uuulll, dotted, dash] ar[uuu] ar[l] \
&bullet arrow[ul] &&&
end{tikzcd}
task %22
begin{tikzcd}[column sep=tiny, row sep=tiny]
&&bullet arrow[dddll] &&bullet arrow[ll] \
bullet &&&&bullet ar[dd] \
&&&&\
bullet arrow[rrrr, dotted, dash] ar[uu] &&&&bullet arrow[dll] arrow[uuull] \
&&bullet arrow[ull] &&
end{tikzcd}
task %23
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[rrr] &&&bullet \
&&&&\
&&&&\
bullet arrow[r] &bullet arrow[rr] ar[uuu] arrow[uuurrr, dotted, dash] &&bullet arrow[r] &bullet arrow[d] arrow[uuu] \
&&&& bullet
end{tikzcd}
task %24
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet arrow[r] &bullet \
&bullet arrow[ur] &&&
end{tikzcd}
task %25
begin{tikzcd}[column sep=tiny, row sep=tiny]
&bullet arrow[dddr] arrow[dddrr, dotted, dash] arrow[rr] &&bullet arrow[ddd] &\
&&&&\
&&&&\
bullet arrow[dr] ar[uuur] arrow[rr, dotted, dash] &&bullet arrow[r] &bullet &\
bullet arrow[u] &bullet arrow[ur] &&&
end{tikzcd}
end{tasks}
end{theorem}
end{document}
Note that I commented usepackage{MnSymbol}: this package changes the appearance of all math symbols, in a way that's not really compatible with the text font you're using. If you just need udots there are other methods for importing the single symbol.
answered 9 hours ago
egregegreg
732k8919303253
edited 8 hours ago
answered 9 hours ago
egregegreg
732k8919303253
answered 9 hours ago
egregegreg
732k8919303253
answered 9 hours ago
egregegreg
732k8919303253
732k8919303253
add a comment |
add a comment |
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What you have here is, in essence, a very large graphic, and it simply doesn't fit in the space available on the page. You should find a way to break it into several pieces, so that it can go onto more than one page. (Sorry I can't help with that; I don't have a working tex system available just now.)
– barbara beeton
9 hours ago