latex-setup

My personal LaTeX setup 🦁️⚙️

git clone: git://git.pablopie.xyz/latex-setup
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Commit: 62ebbbb0196d5c25b3cace58882a20b323d9ed69
Parent: 1baa41e3916d1e6e738262975b7c2d68e84768f5
Author: Pablo <pablo-escobar@riseup.net>
Date: Wed, 4 Aug 2021 17:00:41 +0000

Added new categories to functional.sty: Diff, Graph, Quiv, PSh and Sh

Had to remove the \Diff macro from xgeometry.sty. This isn't that big of a deal, because it wasn't used much at all

Also renamed the category of compact abelian groups

Diffstat

2 files changed, 6 insertions, 2 deletions

Status	File Name	N° Changes	Insertions	Deletions
Modified	functional.sty	7	6	1
Modified	xgeometry.sty	1	0	1

diff --git a/functional.sty b/functional.sty
@@ -53,9 +53,14 @@
 \newcategory{\GrpTop}{GrpTop} % The category of topological groups
 \newcategory{\LCGpr}{LCGpr}   % The category of locally compact groups
 \newcategory{\LCAb}{LCAb}     % The category of locally compact abelian groups
-\newcategory{\CompAb}{CompAb} % The category of compact abelian groups
+\newcategory{\CAb}{CAb}       % The category of compact abelian groups
+\newcategory{\Diff}{Diff}     % The category of smooth manifilds
 \newcategory{\LieGrp}{LieGrp} % The category of Lie groups
 \newcategory{\LieAlg}{LieAlg} % The category of Lie algebras
+\newcategory{\Graph}{Graph}   % The category of graphs
+\newcategory{\Quiv}{Quiv}     % The category of quivers
+\newcategory{\PSh}{PSh}       % The category of presheafs over some category
+\newcategory{\Sh}{Sh}         % The category of sheafs over some site
 \newcategory{\Rep}{Rep}       % The category of representations of an object
 \newcategory{\FinRep}{FinRep} % The category of finite-dimensional 
                               % representations of an object

diff --git a/xgeometry.sty b/xgeometry.sty
@@ -7,7 +7,6 @@ geometry and Lie groups/algebras]
 \RequirePackage{tikz}     % For \tikzset
 
 % Smooth manifolds
-\DeclareMathOperator{\Diff}{Diff} % Group of diffeomorphisms of a manifold
 \DeclareMathOperator{\Der}{Der}   % Algebra of formal derivations on a manifold
 
 % Riemannian geometry