K-theory
Meanings
noun
- The study of rings R generated by the set of vector bundles over some topological space or scheme;
- The study of rings R generated by the set of vector bundles over some topological space or scheme; (dated, obsolete) that part of algebraic topology comprising what is now called topological K-theory.
- that part of algebraic topology comprising what is now called topological K-theory.
- The cohomology generated by the set of vector bundles over some topological space or scheme.
Word forms
Etymology
From circa 1960. The K stands for German Klasse (“class”). The theory developed out of algebraic geometry after the 1957 publication of work by German-born French mathematician Alexander Grothendieck.
Derived words
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