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" A class of algorithms for distributed constraint optimization / "
Adrian Petcu.
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Latin Dissertation
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| Language of Document
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English
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| Record Number
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1107492
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| Doc. No
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TLpq2447271585
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| Main Entry
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Novack, Matthew Dominick
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Vasseur, Alexis
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| Title & Author
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A Study of the Three-Dimensional Quasi-Geostrophic System\ Novack, Matthew DominickVasseur, Alexis
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| College
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The University of Texas at Austin
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| Date
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2019
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| student score
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2019
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| Degree
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Ph.D.
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| Page No
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205
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| Abstract
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The three-dimensional quasi-geostrophic system is a set of equations used to model atmospheric and oceanic circulation. We shall consider both inviscid and viscous variations of the underlying model, which may be posed on a variety of spatial domains. As is typical of models from fluid mechanics, questions of well-posedness are physically relevant and mathematically interesting. In this work, we study physical properties of the quasi-geostrophic system using modern tools from pure and applied mathematics including regularity theory, asymptotic analysis, and convex integration.
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| Subject
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Mathematics
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