Browsing by Subject "Major mathematics"

Now showing items 21-31 of 31

    • On selfmaps of metric spaces 
      McCabe, Thomas Francis (Texas A&M University. Libraries, 1972)
      In this work several questions involving selfmaps of metric and Banach spaces are studied. The converse to a theorem of D.F. Bailey is proved; more precisely, if f is a continuous selfmap of a locally compact metric space ...
    • On the location of zeros of bipolar polynomials 
      Abdo, George Edgar (Texas A&M University. Libraries, 1969)
      In this dissertation we have considered triplets of polynomials with real coefficients and of the same degree whose coefficients are related in a certain algebraic manner. Properties of this algebraic relationship and its ...
    • Optimum runge-kutta formulas of third-, fourth-, and fifth-orders 
      Crawley, Alton Rudolph (Texas A&M University. Libraries, 1970)
      In considering explicit Runge-Kutta methods to find starting values for linear multi-step methods in solving numerically first-order differential equations, the minimization of truncation error is of utmost importance. The ...
    • Polynomial near-rings, distributor and J2 ideals of generalized centralizer near-rings 
      Bagley, Scott William (Texas A&M University. Libraries, 1993)
      This work has three main parts. In the first section we define and develop some structure theory for a new near-ring which, for special oases, coincides with well-known polynomial ring theory results. In particular, we ...
    • A restricted Runge-Kutta method 
      Landry, Gordon Joseph (Texas A&M University. Libraries, 1969)
      Consider the differential system dy[subscript r]/dx = f[subscript r](x, y₁, y₂, ..., y[subscript m]), y[subscript r](x₀) = r[subscript r0] (r = 1, 2, ..., m). The Runge-Kutte method applies to all functions f[subscript ...
    • The simplicity of some zero-symmetric and nonzero-symmetric near-rings 
      Kabza, Lucyna (Texas A&M University. Libraries, 1993)
      In this dissertation the simplicity of some nonzero-symmetric as well as zero-symmetric near-rings is investigated, with emphasis on the relationship between the simplicity of the near-ring, N, and the simplicity of its ...
    • Some results in nonlinear fixed point theory 
      Solomon, Jimmy Lloyd (Texas A&M University. Libraries, 1972)
      This work is concerned with several questions which arise in the study of selfmaps of metric and Banach spaces. If (X, d) is a compact metric space and f a continuous selfmap, the behavior of the set of subsequential limit ...
    • Spaces determined by classes of convergent nets 
      Baber, Stephen Asa (Texas A&M University. Libraries, 1980)
      This paper investigates the structure of topological spaces which are determined by various classes of convergent nets. In particular, sequential spaces, wo-net spaces, and G-net spaces are considered. In each case, a ...
    • Stable domains of attraction for empirical processes on Vapnik-Červonenkis classes of functions 
      Romo Urroz, Juan José (Texas A&M University. Libraries, 1987)
      The main goal of this dissertation is to extend Alexander's (1987) central limit theorem for empirical processes on Vapnik-Cervonenkis classes of functions to the case with non-Gaussian stable Radon limit. The dissertation ...
    • Topics in the local theory of Banach spaces and nest algebras 
      Arias, Alvaro (Texas A&M University. Libraries, 1989)
    • Topics on potential theory on Lipschitz domains and boundary control problems 
      Ding, Zhonghai (Texas A&M University. Libraries, 1994)
      The trace theorem of the Sobolev space H s(Sl) on Lipschitz domain ti has not been proved completely before. In chapter II, a proof of trace theorem for the range < s < | and s > f is first given. In Chapter III, the ...