cv

Source code for my CV

Commit: 54d90068f24ccf728333da6c301c2b6933b5de74
Parent: 3c5f65103a73bd13f67534501490d192bee6b0e4
Author: Pablo <pablo-escobar@riseup.net>
Date: Sun, 1 Oct 2023 10:24:30 +0000

Removed multiple items from the "Written Work" section

I just felt like most of the items there were not relevant to a graduate student

Also updated the information on my undergraduate dissertation

Diffstat

1 file changed, 2 insertions, 47 deletions

Status	File Name	N° Changes	Insertions	Deletions
Modified	sections/written-work.tex	49	2	47

diff --git a/sections/written-work.tex b/sections/written-work.tex
@@ -4,14 +4,13 @@
 
 \cventry
 {English} % Language
-{Lie Algebras \& their Representations} % Title
+{Semisimple Lie Algebras \& their Representations} % Title
 {} % Location
 {2022} % Date(s)
 { % Description(s)
 \begin{cvitems}
 \item {My undergraduate dissertation on the representation theory of Lie
-  algebras, with an emphasis in the classification of irreducible
-  representations of finite-dimensional semisimple Lie algebras.}
+  algebras, with an emphasis in the classification of simpe weight modules.}
 \item {Available at
   \url{https://math.pablopie.xyz/pdf/lie-algebras-and-their-representations.pdf}}
 \end{cvitems}
@@ -19,21 +18,6 @@
 
 \cventry
 {English} % Language
-{Notes on representation theory} % Title
-{} % Location
-{2022} % Date(s)
-{ % Description(s)
-\begin{cvitems}
-\item {My personal thoughts on representation theory (of groups and Lie
-  algebras) with an emphasis in the beautiful interplay between the algebraic
-  and the geometric.}
-\item {Available at
-  \url{https://math.pablopie.xyz/pdf/notes-on-representation-theory.pdf}}
-\end{cvitems}
-}
-
-\cventry
-{English} % Language
 {Global Analysis \& the Banach Manifold of Class $H^1$ Curves} % Title
 {} % Location
 {2022} % Date(s)
@@ -60,33 +44,4 @@
 \end{cvitems}
 }
 
-\cventry
-{Portuguese} % Language
-{Forcing in Topos} % Title
-{} % Location
-{2021} % Date(s)
-{ % Description(s)
-\begin{cvitems}
-\item {Set Theory course project on Lawvere's formulation of Cohen's forcing
-  method in the context of elementary topoi.}
-\item {Available at
-  \url{https://math.pablopie.xyz/pdf/forcing-em-topos.pdf}}
-\end{cvitems}
-}
-
-\cventry
-{English} % Language
-{Quaternions, the 3-sphere \& its Quotients} % Title
-{} % Location
-{2021} % Date(s)
-{ % Description(s)
-\begin{cvitems}
-\item {Short notes on the 3-dimensional sphere, its group structure and some of
-  its quotients by finite subgroups of its center, such as the projective space
-  $\mathbb{R}P^3$.}
-\item {Available at
-  \url{https://math.pablopie.xyz/pdf/3-sphere.pdf}}
-\end{cvitems}
-}
-
 \end{cventries}