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K Theory 1- Various Interpretations; a Talk Given by Me
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In this talk, I delve a bit deeper into topologcial K theory, looking at a homotopical point of view (and computing homotopy groups of infinite orthogonal groups/ unitary groups since they are 8-fold and 2-fold periodic respectively). Then, I look at K theory like a cohomology theory and compare it to the Eilenberg Steenrod axioms for cohomology. The notes are here:
K Theory 1- Various Interpretations; a Talk Given by Me
What’s so cool about K-theory?
Jean-François Lafont - An introduction to K-theory and the isomorphism conjectures
The K-theory dream
Dustin Clausen - 1/3 Efimov K-theory
On the K-theory of Z/p^n - Achim Krause
From negative numbers to K-theory
What is the K-theory of the Complex Numbers? - Dustin Clausen
Andreas Thom: Algebraic vs topological K theory (Lecture 1)
My favourite K-theory fact
Lennart Meier - The chromatic behaviour of algebraic K-theory
Teena Gerhardt - 1/3 Algebraic K-theory and Trace Methods
Georg Tamme - 1/3 Localizing Invariants and Algebraic K-theory
Maria Yakerson: Universality of algebraic K-theory
Stomata Opening & Closening~ K+ Malate Concentration Theory
Study with me: Algebraic K-Theory
Teena Gerhardt - 2/3 Algebraic K-theory and Trace Methods
From algebraic K-theory to motivic cohomology and back | Marc Levine | Лекториум
Francesco D’Andrea: The K-theory of quantized CW-complexes
Thomas Nikolaus - Algebraic K-Theory in Geometric Topology
Ralph Blumenhagen - K-theory and Cobordism
K-theory in p-Adic Geometry - Greg Andreychev
Georg Tamme - 3/3 Localizing Invariants and Algebraic K-theory
Oliver Röndigs: The slices of Hermitian K-theory (Lecture 1)
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