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Browse Dissertations and Theses  Mathematics by Title
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Invariance Principles for Random Processes Generated by Extrema and Partial Sums of Random Variables (1982)Assume that F is a distribution function such that for some nondegenerate distribution function G, and sequences of constants a(,n) (a(,n) positive) and b(,n), we have that, as n increases, F('n)(a(,n)x + b(,n)) converges ...
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(20130524)In this thesis we study DeligneLusztig curves associated to the simple groups $\AAA$, $\BB$, and $\GG$ with applications in algebraic geometry codes, hash families, and polar codes. This thesis consists of four parts, the ...
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(1991)We consider proper holomorphic maps between balls that are invariant under the action of finite groups of unitary matrices. We are primarily interested in actions of groups that are fixedpointfree; for purposes of ...
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(1999)In Chapter 3 we use the results of Chapter 2 to prove locallyconvex versions of some results on the Invariant Subspace Problem on Banach lattices obtained by Y. Abramovich, C Aliprantos, and O. Burkinshaw in 199398. For ...
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(2006)Finally, we prove generalizations of integrals found on page 201 of Ramanujan's Lost Notebook. We also prove several results related to the integrals on page 201. Our integral evaluations follow from wellknown productseries ...
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(1984)Sacksteder showed that immersions into Euclidean space of complete hypersurfaces with positive semidefinite second fundamental form and some positive sectional curvature are embeddings, and that the hypersurface splits ...
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(2009)We adapt Weinberger's method from the corresponding free membrane problem, taking the fundamental modes of the unit ball as trial functions. These solutions are a linear combination of Bessel and modified Bessel functions.
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(20110825)For a fixed base, John H. Conway’s RATS sequences are generated by iterating the following procedure on an initial integer: Reverse the digits of the integer, Add the reversal to the original, Then Sort the resulting digits ...
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(2008)This thesis introduces a natural extension of Kolchin's differential Galois theory to positive characteristic iterative differential fields, generalizing to the nonlinear case the iterative PicardVessiot theory recently ...
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(1975)
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(20140916)This thesis covers four results: 1. We prove an analog of Whitney's embedding theorem for Jholomorphic discs. 2. For zj = xj + i*yj in C and let D_R^2 = {(z1, z2) in C^2 : x1^2 + x2^2 <1, y1^2 + y2^2 < 1} be the real ...
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(1974)
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(1997)A complex analytic map f always decomposes the complex plane into two disjoint subsets, the Julia set J(f) on which the family of iterates of f, $\{f\sp{k}\}\sbsp{k=0}{\infty}$, fails to be a normal family, and its ...
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(1977)
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(1972)
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(20160706)A central result in algebraic combinatorics is the LittlewoodRichardson rule that governs products in the cohomology of Grassmannians. A major theme of the modern Schubert calculus is to extend this rule and its associated ...
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(2000)We also study connections between strong reducibilities and properties of computably enumerable sets such as simplicity. We call a class S of computably enumerable sets bounded if there is an mincomplete computably ...
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Now showing items 513532 of 1140