Noncommutative structures |
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| Authors: | D V Treschev |
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| Institution: | 1.Steklov Institute of Mathematics,Russian Academy of Sciences,Moscow,Russia |
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| Abstract: | We propose a method for constructing noncommutative analogs of objects from classical calculus, differential geometry, topology,
dynamical systems, etc. The standard (commutative) objects can be obtained from noncommutative ones by natural projections
(a set of canonical homomorphisms). The approach is ideologically close to the noncommutative geometry of A. Connes but differs
from it in technical details. |
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