Theorem, big Paralist and Amsart

How to add double frame in tcolorbox?

Email Account under attack (really) - anything I can do?

Languages that we cannot (dis)prove to be Context-Free

Approximately how much travel time was saved by the opening of the Suez Canal in 1869?

What does it mean to describe someone as a butt steak?

Is a tag line useful on a cover?

tikz: show 0 at the axis origin

Prove that NP is closed under karp reduction?

Can a Warlock become Neutral Good?

How is it possible to have an ability score that is less than 3?

What would happen to a modern skyscraper if it rains micro blackholes?

Dragon forelimb placement

How do we improve the relationship with a client software team that performs poorly and is becoming less collaborative?

Do I have a twin with permutated remainders?

Can I ask the recruiters in my resume to put the reason why I am rejected?

Collect Fourier series terms

What do three bars across the stem of a note mean?

Why Is Death Allowed In the Matrix?

What do the dots in this tr command do: tr .............A-Z A-ZA-Z <<< "JVPQBOV" (with 13 dots)

Can I make popcorn with any corn?

Is it possible to do 50 km distance without any previous training?

Watching something be written to a file live with tail

Voyeurism but not really

How old can references or sources in a thesis be?



Theorem, big Paralist and Amsart














0















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.



Example



Sorry about the very large file.



Thank you in advance.



documentclass[10pt,reqno]amsart

usepackage[english]babel
usepackage[utf8]inputenc

usepackagegeometry
geometrypaperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true

usepackage[fixlanguage]babelbib

usepackagetikz-cd

usepackagecolor
usepackagetensor
usepackageamsmath % operatorname
usepackageamsfonts % mathhbb
usepackageamssymb % widetilde ncong
usepackagemulticol
usepackageurl
usepackageparalist %listagem
usepackagetabto

usepackagetikz-cd
usetikzlibrarydecorations.pathreplacing
usepackagemathtools
usepackagemathdots
makeatletter
DeclareRobustCommandrvdots%
vbox
baselineskip4p@lineskiplimitz@
kern-p@
hbox.hbox.hbox.


usepackageMnSymbol % udots

usepackageamsthm
newtheoremtheoremTheorem


begindocument

begintheorem
Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbbE_7$ such that $overlineQ$ is not of tree type. Then $KDelta$ or $KDelta^op$ is isomorphic to one of the following algebras:

NumTabs2
begininparaenum

noindent %1
item
begintikzcd[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]
endtikzcd
tabitem %2
begintikzcd[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] &
endtikzcd
tabitem %3
begintikzcd[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] &
endtikzcd
tabitem %4
begintikzcd[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]
endtikzcd
tabitem %5
begintikzcd[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]
endtikzcd
tabitem %6
begintikzcd[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]
endtikzcd
tabitem %7
begintikzcd[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] &
endtikzcd
tabitem %8
begintikzcd[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
endtikzcd
tabitem %9
begintikzcd[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] &&
endtikzcd
tabitem %10
begintikzcd[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]
endtikzcd
tabitem %11
begintikzcd[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
endtikzcd
tabitem %12
begintikzcd[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] &
endtikzcd
tabitem %13
begintikzcd[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] &
endtikzcd
tabitem %14
begintikzcd[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] &
endtikzcd
tabitem %15
begintikzcd[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] &
endtikzcd
tabitem %16
begintikzcd[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]
endtikzcd
tabitem %17
begintikzcd[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]
endtikzcd
tabitem %18
begintikzcd[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] &
endtikzcd
tabitem %19
begintikzcd[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]
endtikzcd
tabitem %20
begintikzcd[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]
endtikzcd
tabitem %21
begintikzcd[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] &&&
endtikzcd
tabitem %22
begintikzcd[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] &&
endtikzcd
tabitem %23
begintikzcd[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
endtikzcd
tabitem %24
begintikzcd[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] &&&
endtikzcd
tabitem %25
begintikzcd[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] &&&
endtikzcd
endinparaenum
endtheorem
enddocument








share


























    0















    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.



    Example



    Sorry about the very large file.



    Thank you in advance.



    documentclass[10pt,reqno]amsart

    usepackage[english]babel
    usepackage[utf8]inputenc

    usepackagegeometry
    geometrypaperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true

    usepackage[fixlanguage]babelbib

    usepackagetikz-cd

    usepackagecolor
    usepackagetensor
    usepackageamsmath % operatorname
    usepackageamsfonts % mathhbb
    usepackageamssymb % widetilde ncong
    usepackagemulticol
    usepackageurl
    usepackageparalist %listagem
    usepackagetabto

    usepackagetikz-cd
    usetikzlibrarydecorations.pathreplacing
    usepackagemathtools
    usepackagemathdots
    makeatletter
    DeclareRobustCommandrvdots%
    vbox
    baselineskip4p@lineskiplimitz@
    kern-p@
    hbox.hbox.hbox.


    usepackageMnSymbol % udots

    usepackageamsthm
    newtheoremtheoremTheorem


    begindocument

    begintheorem
    Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbbE_7$ such that $overlineQ$ is not of tree type. Then $KDelta$ or $KDelta^op$ is isomorphic to one of the following algebras:

    NumTabs2
    begininparaenum

    noindent %1
    item
    begintikzcd[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]
    endtikzcd
    tabitem %2
    begintikzcd[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] &
    endtikzcd
    tabitem %3
    begintikzcd[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] &
    endtikzcd
    tabitem %4
    begintikzcd[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]
    endtikzcd
    tabitem %5
    begintikzcd[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]
    endtikzcd
    tabitem %6
    begintikzcd[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]
    endtikzcd
    tabitem %7
    begintikzcd[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] &
    endtikzcd
    tabitem %8
    begintikzcd[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
    endtikzcd
    tabitem %9
    begintikzcd[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] &&
    endtikzcd
    tabitem %10
    begintikzcd[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]
    endtikzcd
    tabitem %11
    begintikzcd[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
    endtikzcd
    tabitem %12
    begintikzcd[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] &
    endtikzcd
    tabitem %13
    begintikzcd[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] &
    endtikzcd
    tabitem %14
    begintikzcd[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] &
    endtikzcd
    tabitem %15
    begintikzcd[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] &
    endtikzcd
    tabitem %16
    begintikzcd[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]
    endtikzcd
    tabitem %17
    begintikzcd[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]
    endtikzcd
    tabitem %18
    begintikzcd[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] &
    endtikzcd
    tabitem %19
    begintikzcd[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]
    endtikzcd
    tabitem %20
    begintikzcd[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]
    endtikzcd
    tabitem %21
    begintikzcd[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] &&&
    endtikzcd
    tabitem %22
    begintikzcd[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] &&
    endtikzcd
    tabitem %23
    begintikzcd[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
    endtikzcd
    tabitem %24
    begintikzcd[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] &&&
    endtikzcd
    tabitem %25
    begintikzcd[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] &&&
    endtikzcd
    endinparaenum
    endtheorem
    enddocument








    share
























      0












      0








      0








      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.



      Example



      Sorry about the very large file.



      Thank you in advance.



      documentclass[10pt,reqno]amsart

      usepackage[english]babel
      usepackage[utf8]inputenc

      usepackagegeometry
      geometrypaperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true

      usepackage[fixlanguage]babelbib

      usepackagetikz-cd

      usepackagecolor
      usepackagetensor
      usepackageamsmath % operatorname
      usepackageamsfonts % mathhbb
      usepackageamssymb % widetilde ncong
      usepackagemulticol
      usepackageurl
      usepackageparalist %listagem
      usepackagetabto

      usepackagetikz-cd
      usetikzlibrarydecorations.pathreplacing
      usepackagemathtools
      usepackagemathdots
      makeatletter
      DeclareRobustCommandrvdots%
      vbox
      baselineskip4p@lineskiplimitz@
      kern-p@
      hbox.hbox.hbox.


      usepackageMnSymbol % udots

      usepackageamsthm
      newtheoremtheoremTheorem


      begindocument

      begintheorem
      Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbbE_7$ such that $overlineQ$ is not of tree type. Then $KDelta$ or $KDelta^op$ is isomorphic to one of the following algebras:

      NumTabs2
      begininparaenum

      noindent %1
      item
      begintikzcd[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]
      endtikzcd
      tabitem %2
      begintikzcd[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] &
      endtikzcd
      tabitem %3
      begintikzcd[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] &
      endtikzcd
      tabitem %4
      begintikzcd[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]
      endtikzcd
      tabitem %5
      begintikzcd[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]
      endtikzcd
      tabitem %6
      begintikzcd[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]
      endtikzcd
      tabitem %7
      begintikzcd[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] &
      endtikzcd
      tabitem %8
      begintikzcd[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
      endtikzcd
      tabitem %9
      begintikzcd[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] &&
      endtikzcd
      tabitem %10
      begintikzcd[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]
      endtikzcd
      tabitem %11
      begintikzcd[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
      endtikzcd
      tabitem %12
      begintikzcd[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] &
      endtikzcd
      tabitem %13
      begintikzcd[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] &
      endtikzcd
      tabitem %14
      begintikzcd[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] &
      endtikzcd
      tabitem %15
      begintikzcd[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] &
      endtikzcd
      tabitem %16
      begintikzcd[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]
      endtikzcd
      tabitem %17
      begintikzcd[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]
      endtikzcd
      tabitem %18
      begintikzcd[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] &
      endtikzcd
      tabitem %19
      begintikzcd[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]
      endtikzcd
      tabitem %20
      begintikzcd[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]
      endtikzcd
      tabitem %21
      begintikzcd[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] &&&
      endtikzcd
      tabitem %22
      begintikzcd[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] &&
      endtikzcd
      tabitem %23
      begintikzcd[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
      endtikzcd
      tabitem %24
      begintikzcd[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] &&&
      endtikzcd
      tabitem %25
      begintikzcd[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] &&&
      endtikzcd
      endinparaenum
      endtheorem
      enddocument








      share














      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.



      Example



      Sorry about the very large file.



      Thank you in advance.



      documentclass[10pt,reqno]amsart

      usepackage[english]babel
      usepackage[utf8]inputenc

      usepackagegeometry
      geometrypaperwidth=176mm, paperheight=250mm, textheight=189mm, tmargin=35mm, lmargin=30mm, rmargin=20mm, headsep=8mm, headheight=11.0pt, footskip=30pt, twoside=true

      usepackage[fixlanguage]babelbib

      usepackagetikz-cd

      usepackagecolor
      usepackagetensor
      usepackageamsmath % operatorname
      usepackageamsfonts % mathhbb
      usepackageamssymb % widetilde ncong
      usepackagemulticol
      usepackageurl
      usepackageparalist %listagem
      usepackagetabto

      usepackagetikz-cd
      usetikzlibrarydecorations.pathreplacing
      usepackagemathtools
      usepackagemathdots
      makeatletter
      DeclareRobustCommandrvdots%
      vbox
      baselineskip4p@lineskiplimitz@
      kern-p@
      hbox.hbox.hbox.


      usepackageMnSymbol % udots

      usepackageamsthm
      newtheoremtheoremTheorem


      begindocument

      begintheorem
      Let $KDelta cong KQ/I$ be a PHI algebra of type $mathbbE_7$ such that $overlineQ$ is not of tree type. Then $KDelta$ or $KDelta^op$ is isomorphic to one of the following algebras:

      NumTabs2
      begininparaenum

      noindent %1
      item
      begintikzcd[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]
      endtikzcd
      tabitem %2
      begintikzcd[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] &
      endtikzcd
      tabitem %3
      begintikzcd[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] &
      endtikzcd
      tabitem %4
      begintikzcd[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]
      endtikzcd
      tabitem %5
      begintikzcd[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]
      endtikzcd
      tabitem %6
      begintikzcd[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]
      endtikzcd
      tabitem %7
      begintikzcd[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] &
      endtikzcd
      tabitem %8
      begintikzcd[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
      endtikzcd
      tabitem %9
      begintikzcd[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] &&
      endtikzcd
      tabitem %10
      begintikzcd[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]
      endtikzcd
      tabitem %11
      begintikzcd[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
      endtikzcd
      tabitem %12
      begintikzcd[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] &
      endtikzcd
      tabitem %13
      begintikzcd[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] &
      endtikzcd
      tabitem %14
      begintikzcd[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] &
      endtikzcd
      tabitem %15
      begintikzcd[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] &
      endtikzcd
      tabitem %16
      begintikzcd[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]
      endtikzcd
      tabitem %17
      begintikzcd[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]
      endtikzcd
      tabitem %18
      begintikzcd[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] &
      endtikzcd
      tabitem %19
      begintikzcd[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]
      endtikzcd
      tabitem %20
      begintikzcd[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]
      endtikzcd
      tabitem %21
      begintikzcd[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] &&&
      endtikzcd
      tabitem %22
      begintikzcd[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] &&
      endtikzcd
      tabitem %23
      begintikzcd[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
      endtikzcd
      tabitem %24
      begintikzcd[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] &&&
      endtikzcd
      tabitem %25
      begintikzcd[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] &&&
      endtikzcd
      endinparaenum
      endtheorem
      enddocument






      amsthm amsart paralist





      share












      share










      share



      share










      asked 2 mins ago









      VascoVasco

      353




      353




















          0






          active

          oldest

          votes












          Your Answer








          StackExchange.ready(function()
          var channelOptions =
          tags: "".split(" "),
          id: "85"
          ;
          initTagRenderer("".split(" "), "".split(" "), channelOptions);

          StackExchange.using("externalEditor", function()
          // Have to fire editor after snippets, if snippets enabled
          if (StackExchange.settings.snippets.snippetsEnabled)
          StackExchange.using("snippets", function()
          createEditor();
          );

          else
          createEditor();

          );

          function createEditor()
          StackExchange.prepareEditor(
          heartbeatType: 'answer',
          autoActivateHeartbeat: false,
          convertImagesToLinks: false,
          noModals: true,
          showLowRepImageUploadWarning: true,
          reputationToPostImages: null,
          bindNavPrevention: true,
          postfix: "",
          imageUploader:
          brandingHtml: "Powered by u003ca class="icon-imgur-white" href="https://imgur.com/"u003eu003c/au003e",
          contentPolicyHtml: "User contributions licensed under u003ca href="https://creativecommons.org/licenses/by-sa/3.0/"u003ecc by-sa 3.0 with attribution requiredu003c/au003e u003ca href="https://stackoverflow.com/legal/content-policy"u003e(content policy)u003c/au003e",
          allowUrls: true
          ,
          onDemand: true,
          discardSelector: ".discard-answer"
          ,immediatelyShowMarkdownHelp:true
          );



          );













          draft saved

          draft discarded


















          StackExchange.ready(
          function ()
          StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2ftex.stackexchange.com%2fquestions%2f483593%2ftheorem-big-paralist-and-amsart%23new-answer', 'question_page');

          );

          Post as a guest















          Required, but never shown

























          0






          active

          oldest

          votes








          0






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes















          draft saved

          draft discarded
















































          Thanks for contributing an answer to TeX - LaTeX Stack Exchange!


          • Please be sure to answer the question. Provide details and share your research!

          But avoid


          • Asking for help, clarification, or responding to other answers.

          • Making statements based on opinion; back them up with references or personal experience.

          To learn more, see our tips on writing great answers.




          draft saved


          draft discarded














          StackExchange.ready(
          function ()
          StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2ftex.stackexchange.com%2fquestions%2f483593%2ftheorem-big-paralist-and-amsart%23new-answer', 'question_page');

          );

          Post as a guest















          Required, but never shown





















































          Required, but never shown














          Required, but never shown












          Required, but never shown







          Required, but never shown

































          Required, but never shown














          Required, but never shown












          Required, but never shown







          Required, but never shown







          Popular posts from this blog

          How should I use the fbox command correctly to avoid producing a Bad Box message?How to put a long piece of text in a box?How to specify height and width of fboxIs there an arrayrulecolor-like command to change the rule color of fbox?What is the command to highlight bad boxes in pdf?Why does fbox sometimes place the box *over* the graphic image?how to put the text in the boxHow to create command for a box where text inside the box can automatically adjust?how can I make an fbox like command with certain color, shape and width of border?how to use fbox in align modeFbox increase the spacing between the box and it content (inner margin)how to change the box height of an equationWhat is the use of the hbox in a newcommand command?

          Doxepinum Nexus interni Notae | Tabula navigationis3158DB01142WHOa682390"Structural Analysis of the Histamine H1 Receptor""Transdermal and Topical Drug Administration in the Treatment of Pain""Antidepressants as antipruritic agents: A review"

          Haugesund Nexus externi | Tabula navigationisHaugesund pagina interretialisAmplifica