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1 - 10 of 93
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ItemNon-existence of the Wave Operators for the Repulsive Hamiltonians(Georgia Institute of Technology, 2016-10-11) Ishida, Atsuhide
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ItemAnalytic Properties of Dispersion Relations and Spectra of Periodic Operators(Georgia Institute of Technology, 2016-10-11) Kuchment, PeterThe talk will survey some known results and unresolved problems concerning analytic properties of dispersion relations and their role in various spectral theory problems for periodic operators of mathematical physics, such as spectral structure, embedded impurity eigenvalues, Greens function asymptotics, Liouville theorems, etc.
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ItemQuantum Approximate Markov Chains and the Locality of Entanglement Spectrum(Georgia Institute of Technology, 2016-10-11) Brandão, FernandoIn this talk I will show that quantum many-body states satisfying an area law for entanglement have a local entanglement spectrum, i.e. the entanglement spectrum can be approximated by the spectrum of a local model acting on the boundary of the region. The result follows from a version of the Hammersley-Clifford Theorem (which states that classical Gibbs states are equivalent to Markov networks) for quantum approximate Markov chains. In particular I'll argue that those are in one-to-one correspondence to 1D quantum Gibbs states
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ItemLarge Interaction Asymptotics for the Spin-Boson Model(Georgia Institute of Technology, 2016-10-11) Dam, Thomas Norman
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ItemContinuous Time Quantum Walk in Finite Dimensions(Georgia Institute of Technology, 2016-10-11) Li, Shanshan
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ItemPerfect Embezzlement(Georgia Institute of Technology, 2016-10-10) Paulsen, Vern
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ItemNovel Quantum Phase Transition From Bounded to Extensive Entanglement Entropy(Georgia Institute of Technology, 2016-10-10) Klich, Israel ; Zhang, Zhao ; Ahmadain, Amr
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ItemA random matrix approach to Many-Body Localization(Georgia Institute of Technology, 2016-10-10) Huveneers, François
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ItemCategories and Quantum Computing(Georgia Institute of Technology, 2016-10-10) Ortiz Marrero, Carlos M.
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ItemConstructive Methods for Localization and Eigenvalue Statistics(Georgia Institute of Technology, 2016-10-10) Imbrie, John