delegate 发表于 2025-3-30 11:55:20
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Boundaries, Eta Invariant and the Determinant Bundle,bol family extends to be elliptic across the whole fibration. For Dirac operators with spectral boundary condition, Dai and Freed [.] gave an explicit version of this at the level of the determinant bundle. Their result, that the eta invariant of the interior family trivializes the determinant bundlAGGER 发表于 2025-3-30 21:38:13
http://reply.papertrans.cn/23/2201/220040/220040_54.png巫婆 发表于 2025-3-31 03:11:18
Elliptic Theory on Manifolds with Corners: II. Homotopy Classification and ,-Homology,operators modulo stable homotopy is isomorphic to the .-homology group of some stratified manifold. By way of application, generalizations of some recent results due to Monthubert and Nistor are given.Genteel 发表于 2025-3-31 06:07:53
Topological Invariants of Bifurcation, for . .-families of Fredholm maps derived from the index bundle of the family of linearizations along the trivial branch. As illustration, I will present an application to bifurcation of homoclinic solutions of non-autonomous differential equations from a branch of stationary solutions.Diuretic 发表于 2025-3-31 10:43:55
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Group Bundle Duality, Invariants for Certain ,*-algebras, and Twisted Equivariant ,-theory,iant .-theory. As an application, we study .*-algebra bundles with fibre a fixed-point algebra of the Cuntz algebra: a classification is given, and a cohomological invariant is assigned, representing the obstruction to perform an embedding into a continuous bundle of Cuntz algebras. Finally, we intr