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Titlebook: Elliptic Theory and Noncommutative Geometry; Nonlocal Elliptic Op Vladimir E. Nazaikinskii,Anton Yu. Savin,Boris Yu. Book 2008 Birkhäuser B

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Direct Image and Index Formulas in ,-TheoryLet . : . ⊂ . be a .-embedding of .-manifolds. In this section, we construct the direct image mapping . and prove that it preserves the Λ-index.
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Index Formula on the Noncommutative TorusIn this chapter, we show that index formulas for nonlocal elliptic operators obtained in the preceding chapters can be applied to Connes’ problem [27] concerning the index of operators on the noncommutative torus.
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Nonlocal Elliptic Operatorson of the definitions and theorems to the case of operators acting in spaces of sections of arbitrary bundles on the manifold . is a nearly (though not 100%) standard exercise. Thus, we start from scalar operators.
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https://doi.org/10.1007/978-1-349-81403-9ptic operators over an arbitrary .*-algebra Λ. (The problem on the index of a single operator is obtained for Λ = ℂ, and the problem on the index of families is obtained for Λ = .(.), where . is the parameter space.) In the present chapter, we generalize the theory of elliptic operators over .*-algebras to the case of nonlocal elliptic operators.
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Maturation Phenomenon in Cerebral Ischemias similar to the classical one. Namely, it is given by the .-group of the crossed product of the algebra of functions on the cotangent bundle by the group Г. In this chapter, we give a detailed account of this result.
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Homotopy Classifications similar to the classical one. Namely, it is given by the .-group of the crossed product of the algebra of functions on the cotangent bundle by the group Г. In this chapter, we give a detailed account of this result.
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