In mathematics, K-theory is an extraordinary cohomology theory which consists of topological K-theory and algebraic K-theory and spans the subjects of algebraic topology, abstract algebra and some areas of application like operator algebras and algebraic geometry.
It spans the subjects of algebraic topology, abstract algebra and some areas of application like operator algebras and algebraic geometry. In mathematics, K-theory is, firstly, an extraordinary cohomology theory which consists of topological K-theory.
In mathematics, K-theory is, firstly, an extraordinary cohomology theory which consists of topological K-theory. It spans the subjects of algebraic topology, abstract algebra and some areas of application like operator algebras and algebraic geometry.
In mathematics, K-theory is, firstly, an extraordinary cohomology theory which consists of topological K-theory. It spans the subjects of algebraic topology, abstract algebra and some areas of application like operator algebras and algebraic geometry.