Algebraic K-Theory
A c*-algebra is a type of algebraic structure that consists of a set of bounded linear operators on a Hilbert space, equipped with an operation that allows for addition, scalar multiplication, and the taking of adjoints. This structure is essential in functional analysis and plays a crucial role in the study of Hermitian K-theory, as it provides a framework to explore various properties of operators and their interactions within the context of topology and geometry.
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