Dynamical ideals of non-commutative rings

Abstract

A dynamical analog of the prime ideals for simple non-commutative rings is introduced. We prove a factorization theorem for the dynamical ideals. The result is used to classify the surface knots and links in the smooth 4-dimensional manifolds.

to appear in Journal of Algebra and its Applications

References in corpus (4)

• Notes on noncommutative geometry
• Remark on arithmetic topology
• Arithmetic topology of 4-manifolds
• Untying knots in 4D and Wedderburn's Theorem

Cited by in corpus (1)

• Arithmetic topology of 4-manifolds