Shai Keidar
Math homepage
I am a PhD student in the Hebrew University of Jerusalem supervised by Prof. Tomer Schlank .
My mathematical fields of interest include chromatic homotopy theory, higher semiadditivity, algebraic K-theory and trace methods, representation theory and higher category theory.
Contact: shai.keidar (at) mail.huji.ac.il
Organization
Caesarea Workshop on Topological Cyclic Homology
Lior Yanovski, Shay Ben-Moshe and myself organized the Caesarea workshop on topological cyclic homology in May 2023. Lecture notes from all talks are available.
Sea of Galilee workshop on algebraic models for spaces
Tomer Schlank, Segev Cohen and myself organized the Sea of Galilee workshop on algebraic models for spaces in September 2021.
Talks
The chromatic Hecke algebra
Poster, Young topologists meeting 2023, EPFL, Switzerland
Poster
The Telescopic Galois, Picard and Brauer Groups
Poster, Young topologists meeting 2022, Copnehagen, Denmark
Poster
The telescopic Galois, Picard, and Brauer Groups
Jerusalem-Münster Homotopy Fridays 2021, held over Zoom
Slides
Seminar talks and notes
Lichtenbaum-Quillen for ℓ^hZ
Telescope conjecture seminar, Jerusalem 2024
Notes
Boundedness in cyclotomic spectra
Telescope conjecture seminar, Jerusalem 2024
Notes
Polygonic spectra
Caesarea workshop on topological cyclic homology 2023
Notes
The cyclic category and THH
Münster-Jerusalem seminar about TC, 2023
Notes
The spectrum of a T(n)-local commutative algebra
Chromatic Nullstellensatz seminar organized by Paul VanKoughnett, Bonn 2022
Notes
The Bousfield-Kuhn Functor
Sea of Galilee workshop on algebraic models for spaces 2021, Sea of Galilee, Israel
Notes
Modular forms
Algebraic geometry and number theory lunch seminar, Jerusalem 2021
Video
Spivak normal structure
Differential topology and the h-cobordism seminar, Jerusalem 2021
Notes
Morse theory
Differential topology and the h-cobordism seminar, Jerusalem 2020
Notes
Master's thesis
I completed my master's thesis in geometric representation theory under the guidance of Prof. Dmitry Gourevitch. You can find it here.