Browsing Mathematics - Master's degree by Title
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Browsing Mathematics - Master's degree by Title
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(Massachusetts Institute of Technology, 2009)In their paper Metaplectic Forms, D. A. Kazhdan and S. J. Patterson developed a generalization of automorphic forms that are defined on metaplectic groups. These groups are non-trivial covering groups of usual algebraic ...
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(Massachusetts Institute of Technology, 1953)
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(Massachusetts Institute of Technology, 1948)
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(Massachusetts Institute of Technology, 2007)In this thesis we give an exposition of some of the topological preliminaries necessary to understand 3-manifold Floer Homology constructed by Peter Kronheimer and Tomasz Mrowka in [16], along with some properties of this ...
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(Massachusetts Institute of Technology, 1968)
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(Massachusetts Institute of Technology, 1994)
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(Massachusetts Institute of Technology, 1976)
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(Massachusetts Institute of Technology, 2005)We provide two algorithms to solve branching from K to M for the real split reductive group of type A, one inductive and one related to semistandard Young tableaux. The results extend to branching from Ke to M Ke for the ...
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(Massachusetts Institute of Technology, 1953)
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(Massachusetts Institute of Technology, 1995)
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(Massachusetts Institute of Technology, 2006)This is an exposition of the Compression Theorem of Colin Rourke and Brian Sanderson, which leads to a new proof of the Immersion Theorem.
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(Massachusetts Institute of Technology, 2005)Delzant's theorem for symplectic toric manifolds says that there is a one-to-one correspondence between certain convex polytopes in ... and symplectic toric 2n-manifolds, realized by the image of the moment map. I present ...
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(Massachusetts Institute of Technology, 2008)In this thesis I study r-differential posets and dual graded graphs. Differential posets are partially ordered sets whose elements form the basis of a vector space that satisfies DU-UD=rI, where U and D are certain ...
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(Massachusetts Institute of Technology, 2003)
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(Massachusetts Institute of Technology, 1973)
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(Massachusetts Institute of Technology, 1983)
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(Massachusetts Institute of Technology, 1994)
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(Massachusetts Institute of Technology, 1951)
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(Massachusetts Institute of Technology, 1994)
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(Massachusetts Institute of Technology, 2005)For complex reductive Lie algebras g, the classical Harish-Chandra homomorphism allows to link irreducible finite dimensional representations of g to those of certain subalgebras l. The Casselman-Osborne theorem establishes ...
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