# Browse Dissertations and Theses - Mathematics by Title

• (1988)
Let Y$\sp{\rm (n)}$ be the 1 x n matrix containing indeterminate entries $\{$Y$\sb1,\dots$,Y$\sb{\rm n}\}$ and X$\sp{\rm (n)}$ be the n x n alternating matrix containing indeterminate entries $\{$X$\sb{\rm ij}\vert$1 $\leq$ ...

application/pdf

PDF (2MB)
• (1980)
This thesis concerns the relationship between pairs of projectively equivalent Riemannian or Lorentz metrics that share some property along a hypersurface of a manifold. The first chapter is devoted to the construction of ...

application/pdf

PDF (2MB)
• (1970)

application/pdf

PDF (1MB)
• (1993)
A holomorphic mapping f from a bounded domain D in $\doubc\sp{n}$ to a bounded domain $\Omega$ in $\doubc\sp{N}$ is proper if the sequence $\{f(zj)\}$ tends to the boundary of $\Omega$ for every sequence $\{zj\}$ which ...

application/pdf

PDF (2MB)
• (1990)
A holomorphic mapping f from a bounded domain $\Omega$ in C$\sp{\rm n}$ to a bounded domain $\Omega\sp\prime$ in C$\sp{\rm N}$ is proper if and only if (f(z$\sb\nu$)) tends to the boundary b$\Omega\sp\prime$ for each ...

application/pdf

PDF (2MB)
• (1970)

application/pdf

PDF (3MB)
• (2014-09-16)
Let $\mathcal{A}$ be a finite subset of $\mathbb{N}$ including $0$ and $f_\mathcal{A}(n)$ be the number of ways to write $n=\sum_{i=0}^{\infty}\epsilon_i2^i$, where $\epsilon_i\in\mathcal{A}$. The sequence $\left(f_\mat ... application/pdf PDF (1MB) • (1968) application/pdf PDF (2MB) • (2012-05-22) In this dissertation, we consider an applied problem, namely, pursuit-evasion games. These problems are related to robotics, control theory and computer simulations. We want to find the solution curves of differential ... application/pdf PDF (283kB) • (2001) In Chapter 5, we prove two other equations on page 45 of Ramanujan's lost notebook by using the Bauer-Muir transformation and by using the method of successive approximation. Also, we prove several continued fractions of ... application/pdf PDF (3MB) • (2017-07-10) We study tau-functions given as matrix elements for the action of loop groups,$\widehat{GL_n}$on$n$-component fermionic Fock space. In the simplest case,$n=2$, the tau-functions are equal to Hankel determinants and ... application/pdf PDF (1MB) • (1966) application/pdf PDF (4MB) • (2004) The second part of the thesis is devoted to the qualitative analysis of weighted operators, where the weights are obtained by almost everywhere sampling in a stationary stochastic process. The major theme of our investigation ... application/pdf PDF (5MB) • (2010-08-20) In this thesis, we first use the${\mathbb C^*}^2$-action on the Hilbert scheme of two points on a Hirzebruch surface to compute all one-pointed and some two-pointed Gromov-Witten invariants via virtual localization, then ... application/pdf PDF (551kB) • (1967) application/pdf PDF (3MB) • (2017-04-21) We introduce and study quasi-elliptic cohomology, a theory related to Tate K-theory but built over the ring$\mathbb{Z}[q^{\pm}]\$. In Chapter 2 we build an orbifold version of the theory, inspired by Devoto's equivariant ...

application/pdf

PDF (2MB)
• (1970)

application/pdf

PDF (2MB)
• (2003)
In this thesis the notion of Schottky quasiconformal groups is introduced. We study Schottky quasiconformal groups and show that the limit set L(G) of any Schottky quasi-conformal group G is uniformly perfect. Then the ...

application/pdf

PDF (2MB)
• (1991)
Nondifferentiable quasiconvex programming problems are studied using Clarke's subgradients. Several conditions sufficient for optimality are derived. Under certain regularity conditions on the constraint functions, we also ...

application/pdf

PDF (4MB)
• (1995)
Here we generalize quasigeodesics to multidimensional Alexandrov space with curvature bounded from below and prove that classical theorems of Alexandrov also hold for this case. Also we develop gradient curves as a tool ...

application/pdf

PDF (2MB)