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Spectral asymmetry
The Spectral Geometry of Operators of Dirac and Laplace Type
Spectral Flow in Breuer-Fredholm Modules (1.1)
Spectral Asymmetry of the Massless Dirac Operator on a 3-Torus
Spectral Geometry Bruno Iochum
Index Theorems
A Canonical Trace Associated with Certain Spectral Triples 3
Spectral Asymptotics Associated with Dirac-Type Operators
Lecture Notes for Ph219/CS219: Quantum Information Chapter 3
On Spherical Space Forms with Meta-Cyclic Fundamental Group Which Are Isospectral but Not Equivariant Cobordant Compositio Mathematica, Tome 56, No 2 (1985), P
The Aps-Index and the Spectral Flow 3 and Future Spacelike Boundaries {0}× Σ and {T }× Σ (Respectively)
Callias-Type Operators Associated to Spectral Triples
The Inverse Problem for a Spectral Asymmetry Function of the Schr¨Odingeroperator on a finite Interval
SPECTRAL PROPERTIES of ELLIPTIC OPERATORS Zk on BUNDLES of 2 -MANIFOLDS
Spectral Geometry Arxiv:1712.05945V1 [Math-Ph] 16 Dec 2017
Functional Calculus and Harmonic Analysis in Geometry
Spectral Triples: Examples and Index Theory Alan L
Dependence of the Dirac Spectrum on the Spin Structure
Spectral Asymmetry of the Massless Dirac Operator on a 3Torus
Top View
Absolutely Continuous and Singular Spectral Shift Functions 79 9.1
View and Main Results 1112 1.1
Dirac Operators and Spectral Geometry
Semifinite Spectral Triples Associated with Graph C*-Algebras
Spectral Asymptotics for First Order Systems
The Spectrum of Twisted Dirac Operators Oncompactflatmanifolds
Spectral Asymmetry and Riemannian Geometry. Ill
TRACE FORMULAE in FINITE VON NEUMANN ALGEBRAS a Dissertation Presented to the Faculty of the Graduate School University of Misso
RESEARCH STATEMENT 1. Overview I Am an Analyst Specializing in Functional Analysis and Operator Theory. I Am Also Interested In
Jhep11(2019)080
Spectral Asymmetry, Zeta Functions, and the Noncommutative Residue
Arxiv:1409.2717V2 [Math.KT] 3 Dec 2014 Smr Tbeadotnhsitrsigtplgclpoete.Mo Properties
An Analytic Approach to Spectral Flow in Von Neumann Algebras M-T Benameur Universite De Metz
Spectral Asymmetry and Riemannian Geometry. I
Chern Numbers As Half-Signature of the Spectral Localizer
Spectral Flow Argument Localizing an Odd Index Pairing
Witten Index, Spectral Shift Function and Spectral Flow Galina Levitina
Arxiv:1510.08136V1 [Math-Ph] 28 Oct 2015 Self-Adjoint Extensions of Densely Defined Symmetric Operators on Hilbert Spaces
Seasonal and Cyclical Long-Memory in Time Series 1