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Filtering by: Resource type Dissertation Subject Mathematics Subject Quantum physics

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Description:: This thesis contains results in mathematical quantum ergodicity in a probabilistic or a complex analytic setting. For the former, we show that a random orthonormal basis of spherical harmonics is almost surely quantum ergodic, in which the randomness is induced by the generalized Wigner ensemble. For the latter, we show...
Keyword:: Eigenfunction, Quantum ergodicity, Microlocal analysis, and Grauert tube
Subject:: Mathematics, Quantum physics, and Plasma physics
Creator:: Chang, Hsiang
Owner:: Scholarly Digital Publishing
Language:: en
Date Uploaded:: 02/12/2020
Date Created:: 2019-01-01
Resource Type:: Dissertation
Alternate Identifier:: http://dissertations.umi.com/northwestern:14574 and etdadmin_upload_658290

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