Saad Slaoui
(Masters thesis at the University of Pennsylvania written in Spring 2019 under the supervision of Mona Merling.) The Pontrjagin-Thom isomorphism and computation of the stable homotopy groups of the orthogonal Thom spectrum (REU project at the University of Chicago written in Summer 2018 under the supervision of Peter May and Colin Aitken.) A primer on sheaf theory and sheaf cohomology (Reading course project written at the University of Oxford in Trinity term 2018 under the supervision of André Henriques.) Introduction to Varieties and Schemes, or Grothendieck's Paradise (Lecture notes for a summer mini-course co-organized by Desmond Coles and myself.) Prelude to the geometric Satake equivalence (Lecture notes prepared for a summer mini-course co-organized by Alberto San Miguel Malaney and myself. Recordings are also available here.) Complex geometry in a nutshell Tensor products of functors The Brown representability theorem, old and new (written with Mark Macerato) The Thom isomorphi
Saad Slaoui Saad Slaoui Office: PMA 11.156 (during normal times!) Email: slaouis at utexas dot edu You can download my CV here Interests blurb Hello! I am currently a third year PhD student at UT Austin, working with David Ben-Zvi. My interests include algebraic geometry (especially aspects/incarnations that are approachable via homotopical methods and/or reminiscent of algebraic topology) and geometric representation theory. I am also curious about topological/algebraic K-theory, and about the framework/language of (topological) quantum field theory, especially when employed to clarify situat
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