K-theory and G-theory of derived algebraic stacks
Adeel A. Khan
TL;DR
This paper explores the foundational aspects of algebraic K-theory and G-theory in the context of derived algebraic spaces and stacks, focusing on their properties and fundamental classes.
Contribution
It provides foundational insights into the properties and fundamental classes of K-theory and G-theory for derived algebraic stacks and spaces.
Findings
Analysis of basic properties of K-theory and G-theory
Development of the theory of fundamental classes in this setting
Clarification of the relationship between derived stacks and algebraic K-theory
Abstract
These are some notes on the basic properties of algebraic K-theory and G-theory of derived algebraic spaces and stacks, and the theory of fundamental classes in this setting.
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