Tag operator algebras

Exploring the World of Noncommutative Geometry: Applications in Topology and Algebraic Geometry

Noncommutative geometry is a fascinating branch of mathematics that seeks to extend the principles of traditional geometry to noncommutative objects – those for which the order of operations matters. This innovative field has significant applications in topology, algebraic geometry, and… Continue Reading →

Exploring Operators with Corner-Degenerate Symbols: A New Approach to Ellipticity and Parametrices

Operators with corner-degenerate symbols have garnered significant attention in the field of operator algebras, especially when dealing with manifolds exhibiting higher singularities. In a recent research article by Jamil Abed and Bert-Wolfgang Schulze, a new approach to studying ellipticity and… Continue Reading →

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