 IDEALS Home
 →
 College of Liberal Arts and Sciences
 →
 Dept. of Mathematics
 →
 Dissertations and Theses  Mathematics
 →
 Browse Dissertations and Theses  Mathematics by Title
Browse Dissertations and Theses  Mathematics by Title
Now showing items 379398 of 1137

(20110825)A Gabor system is a collection of modulated and translated copies of a window function. If we have a signal in $L^2(\mathbb{R})$, it can be analyzed with a Gabor system generated by a certain window $g$ and then synthesized ...
application/pdf
PDF (12MB) 
(2006)Finally, we look at some nonabelian, real, Galois extensions K of Q , such that GK(2) is not free but has a free subgroup of index 2. In particular we focus on finite split metacyclic extensions and again we explicitly ...
application/pdf
PDF (2MB) 
(2006)We use modular forms to come up with an infinite family of groups that can be realized with just one finite ramifying prime. Namely, we establish that ramQ (GL2( F l)) = 1 for infinitely many primes l and for all primes ...
application/pdf
PDF (2MB) 
(20160511)In this thesis we study combinatorial games on graphs and some graph parameters whose consideration was inspired by an interest in the symmetry of hypercubes. A capacity function f on a graph G assigns a nonnegative integer ...
application/pdf
PDF (792kB) 
(20120918)The $q$Gaussian von Neumann algebras were first defined and studied by Bo\.{z}ejko and Speicher in connection with noncommutative brownian motion. The main results of the present work is to establish that the $q$Gaussian ...
application/pdf
PDF (326kB) 
(20120206)A general framework for analyzing finite games will be introduced. The concept of an incentive function will be defined so that it is compatible with the updating protocol defined in Nash's proof of existence of equilibrium ...
application/pdf
PDF (2MB) 
application/pdf
PDF (6MB) 
application/pdf
PDF (2MB) 
application/pdf
PDF (6MB) 
application/pdf
PDF (1MB) 
application/pdf
PDF (1MB) 
application/pdf
PDF (2MB) 
(2001)In this thesis we study generalizations of the RogersRamanujan continued fraction. The RogersRamanujan continued fraction arises from a threeterm qdifference equation. We consider (m + 1)term qdifference equations ...
application/pdf
PDF (2MB) 
(2002)Let Nq(g) be the maximal number of rational points a global function field of genus g with constant field Fq can have. Let A(q) = lim sup g→infinity Nqg g . As an application of our results, we improve the best ...
application/pdf
PDF (4MB) 
(20180410)We consider generalizations of no $k$equal spaces as well as their relations to other concepts. For any topological space $X$, the $n^{th}$ no $k$equal space of $X$ is the space of $n$ points from $X$ such that no $k$ ...
application/pdf
PDF (535kB) 
(20100820)In 1955 Erdõs posed the multiplication table problem: Given a large integer N, how many distinct products of the form ab with a≤N and b≤N are there? The order of magnitude of the above quantity was determined by Ford. The ...
application/pdf
PDF (607kB) 
(1985)Let R and S be two rings with identity elements and let l : R (>) S be a ring homomorphism preserving their identity elements. Then any Smodule W can be regarded as an Rmodule W(,R). Also, for any right Rmodule ...
application/pdf
PDF (2MB) 
application/pdf
PDF (3MB) 
application/pdf
PDF (2MB) 
application/pdf
PDF (2MB)
Now showing items 379398 of 1137