Michael Artin

**Michael Artin** (born 1934) is an algebraist and algebraic geometer at MIT. Early in his career he worked within Grothendieck’s school, where his works on Grothendieck topologies, etale cohomology and algebraic stacks are especially well known, including Artin's representability theorem in theory of stacks and the notion of Artin’s stack. Some of the SGA volumes are prepared with his contribution. In 1990-s Artin worked intensively at the interface between noncommutative algebra and algebraic geometry.

His father was Emil Artin.

category: people

Last revised on November 21, 2013 at 23:05:44. See the history of this page for a list of all contributions to it.