Key Features - Emphasizes the interplay of analysis, differential and algebraic geometry, categorical constructions and physics in the context of noncommutative geometry - Conveniently divided into three sections: operator algebras and differential noncommutative geometry; categories and algebraic noncommutative geometry; and applications of noncommutative geometry to physics
Key Features - Emphasizes the interplay of analysis, differential and algebraic geometry, categorical constructions and physics in the context of n...
Key Features - Emphasizes the interplay of analysis, differential and algebraic geometry, categorical constructions and physics in the context of noncommutative geometry - Conveniently divided into three sections: operator algebras and differential noncommutative geometry; categories and algebraic noncommutative geometry; and applications of noncommutative geometry to physics
Key Features - Emphasizes the interplay of analysis, differential and algebraic geometry, categorical constructions and physics in the context of n...
This volume represents the proceedings of the Noncommutative Geometry Workshop that was held as part of the thematic program on operator algebras at the Fields Institute in May 2008. Pioneered by Alain Connes starting in the late 1970s, noncommutative geometry was originally inspired by global analysis, topology, operator algebras, and quantum physics. Its main applications were to settle some long-standing conjectures, such as the Novikov conjecture and the Baum-Connes conjecture. Next came the impact of spectral geometry and the way the spectrum of a geometric operator, like the Laplacian,...
This volume represents the proceedings of the Noncommutative Geometry Workshop that was held as part of the thematic program on operator algebras at t...
