Cobordism, K-theory and tadpoles — part I
Talk by Ralph Blumenhagen (MPI - Munich)
IFT Webinars
Maria Yakerson: Universality of algebraic K-theory
Among various features of algebraic K-theory, there is known to be covariance with respect to finite flat morphisms of schemes.
Motivic Geometry
Thomas Nikolaus: K-theory of Z/p^n and relative prismatic cohomology
We will explain how to compute the K-theory of rings of the form Z/p^n. Central for this is the notion of a prism and of prismatic ...
Hausdorff Center for Mathematics
Peter May Algebraic Topology July 2016 Uchicago K-Theory
http://math.uchicago.edu/~chicagotopology2/BottTalk.pdf.
xuan-gottfried YANG
On algebraic cobordism version of Grothendieck standard conjecture D.
2015 Fudan - Kaist Workshop on Algebra and Geometry On algebraic cobordism version of Grothendieck standard conjecture D.
Mathnet Korea
Andreas Thom: Algebraic vs topological K theory (Lecture 3)
The lecture was held within the framework of the Hausdorff Trimester Program: Applied and Computational Algebraic Topology.
Hausdorff Center for Mathematics
Pavel Sechin, Morava K-theory pure motives with applications to quadrics
Morava K-theories K(n) are cohomology theories that have graded fields of positive characteristic as coefficient rings and that are ...
QFLAG
Thomas Nikolaus - Algebraic K-Theory in Geometric Topology
While algebraic K-theory has many applications and uses in modern algebra and arithmetic, its origins actually lie in geometric ...
Institut des Hautes Etudes Scientifiques (IHES)
Grigory Garkusha: Algebraic Kasparov K-theory...
The lecture was held within the framework of the Hausdorff Trimester Program: K-Theory and Related Fields. Title: Grigory ...
Hausdorff Center for Mathematics
Introduction to Algebraic K-Theory (Lecture 2)
I don't own the rights to this. I'm posting it because I found no introduction to algebraic k theory on YouTube. These lectures were ...
Yanky Landau
Foams in algebraic K-theory and dynamics by Mikhail Khovanov
We'll discuss a recent paper where algebraic K-theory is related to foams with a flat connection. Two recent papers: 1. Foams with ...
STEM Travel
From algebraic K-theory to motivic cohomology and back | Marc Levine | Лекториум
From algebraic K-theory to motivic cohomology and back | Лектор: Marc Levine | Организатор: Математическая лаборатория ...
Лекториум
Lecture 4:s-cobordism theorem; Part 1
Morse Theory Lectures
Zakharevich K-Theory and Algebraic K-Theory (talk)
joint work with Michael Groechenig We discuss how to link Zakharevich K-Theory (the thickening of the K-Theory of Varieties ...
Oliver Braunling
Marc Hoyois (Regensburg): Non-A^1-invariant motivic spectra
This talk was part of the workshop "Motivic and non-commutative aspects of enumerative geometry" held in July 2023 at Radboud ...
Steffen Sagave
Algebraic topology: Introduction
This lecture is part of an online course on algebraic topology. This is an introductory lecture, where we give a quick overview of ...
Richard E Borcherds
Marc Hoyois: Introduction to Framed Correspondences
A part of the Motivic Geometry project at the Center for Advanced Study in Oslo, Norway. I will give an overview of the theory of ...
Motivic Geometry
Shmuel Weinberger: Quantitative Cobordism #ICBS2024
Topology is filled with non-constructive existence proofs, frequently proved via reduction to algebra. In this talk, I will focus on one ...
BIMSA
Ozgur Bayindir (Paris 13)- Algebraic K-theory of THH(F_p)
Purdue Topology Seminar
Markus Land (Copenhagen) - Hermitian K-theory
I will start by introducing the Grothendieck-Witt group associated to a ring and discuss some examples. I will show how it relates to ...
Purdue Topology Seminar
Motivic Hochschild homology over algebraically closed fields
Kyle Ormsby, Reed College We perform Hochschild homology calculations in the algebro-geometric setting of motivic spectra.
Fields Institute
Olivier Haution, The cobordism ring of algebraic involutions
I will provide an elementary definition of the cobordism ring of involutions of smooth projective varieties over a field (of ...
QFLAG
