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Browse Dissertations and Theses  Mathematics by Title
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(2008)Let R be an ominimal field and V a proper convex subring of R with residue field k. Let kind be the expansion of the residue field by the standard parts of definable relations on R. We investigate the definable sets in ...
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(1996)The purpose of this dissertation is to define homology functors for the category of definable sets and definable continuous maps in an ominimal expansion of an ordered field. Both simplicial and singular homology functors ...
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(2001)In this thesis, we introduce a new way to construct the Taylor tower of a (homotopy, reduced and finite degree) functor F from spectra to spectra. As a result, the notion of Tate obstructions as defined by Randy McCarthy ...
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(20120627)We utilize Floer theory and an index relation relating the Maslov index, Morse index and ConleyZehnder index for a periodic orbit of the flow of a specific Hamiltonian function to state and prove some nonexistence results ...
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(1983)This dissertation is a study of the relationship between the structure of a group and that of its automorphism group. We examine the characteristics of groups G whose automorphism group Aut G has specified properties. If ...
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(2002)It is shown that a categorytheoretic definition of chaotic system applies not only to the Smale horseshoe, a standard chaotic system, but also to Conway's "Game of Life" automaton. Symbolic dynamics of the "Dining ...
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(1997)In this thesis, we examine a conjecture of N. Boston which says that given an odd irreducible mod p Galois representation, there exist lifts which behave according to prescribed behavior when restricted to inertia subgroups ...
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(1974)
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(1996)Let C be a class of finite groups closed under the operations of taking subgroups, quotients, and extensions. Let H and K be proCgroups and let $G=H*K$ be their free proCproduct. An open question in the theory of ...
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(1997)Following A. Beurling (Acta Math. 68 (1937) 255291), we consider a set of generalized prime numbers $P=\{1
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(1964)
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On Certain Maximal Operators On H(p) Classes, 0 Less Than P Less Than or Equal to 1 (Hardy, Fourier) (1984)In this thesis we give a generalization of a theorem of C. Fefferman and E. M. Stein on maximal operators on the Hardy classes of tempered distributions H('p)((//R)('n)) for 0 < p (LESSTHEQ) 1. Fix p, 0 < p (LESSTHEQ) ...
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Now showing items 660679 of 1147