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Index of elliptic operators for diffeomorphisms of manifolds is an element of a certain crossed product. We express the index as the pairing of the class in K-theory defined
Onto-epistemological foundations of the theory of reference of proper names with explaining reference. Kaplan's theory of indexicals is also examined. It is claimed that indexication
On the index of elliptic operators for the group of dilations the index, and study how the index depends on the exponent of the Sobolev space in which the problem
AN INDEX FORMULA FOR GROUPS OF ISOMETRIC LINEAR CANONICAL TRANSFORMATIONS in this algebra and obtain an index formula. © 2022
Onto-epistemological foundations of the theory of reference of proper names with explaining reference. Kaplan's theory of indexicals is also examined. It is claimed that indexication
Index of Twisted Elliptic Boundary Value Problems Associated with Isometric Group Actions^{\infty}(M)\rtimes\Gamma$$ . The twisted problem is Fredholm and we compute its index in terms of the equivariant Chern character
Index of Twisted Elliptic Boundary Value Problems Associated with Isometric Group Actions and we compute its index in terms of the equivariant Chern character of the principal symbol of $\mathcal
Elliptic theory for operators associated with diffeomorphisms of smooth manifoldsIn this paper we give a survey of elliptic theory for operators associated with diffeomorphisms
Analytic and algebraic indices of elliptic operators associated with discrete groups of quantized canonical transformations transformations. In order to be able to apply results from algebraic index theory, we define the localized
Towards “second great debate” in Russian IR [«ВТОРОЙ БОЛЬШОЙ СПОР» В КОНТЕКСТЕ СТАНОВЛЕНИЯ РОССИЙСКОЙ НАУКИ О МЕЖДУНАРОДНЫХ ОТНОШЕНИЯХ]. Limits and assumptions of game-theory model within interdisciplinary approach is presented along
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