Browsing by Department "Mathematics"
Now showing items 1-20 of 545
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A class of nonparametric estimators of regression coefficients in an autoregressive scheme
(Texas Tech University, 1976-05)Not available -
A classification of cubic surfaces by means of their representations on a plane
(1941-08)Not Available -
A comparative analysis of seventh and eighth-grade mathematics textbooks
(Texas Tech University, 1965-05)Not available -
A comparative study of the dedekind cut and the nested interval idea: with applications
(Texas Tech University, 1952-05)Not available -
A computational model for flexible wing based micro air vehicles
(2006-08)Due to the complexities of the wing structure of a micro air vehicle, MAV, a computational model of the aircraft wing requires a combination of many structural elements. The wing typically consists of a flexible membrane ... -
A computational three-field methodology for non-conforming finite elements over partitioned domains
(2005-05)In this thesis, we describe a computational methodology to couple physical processes defined over independent sub-domains, that are partitions of a global domain in three-dimensions. The methodology presented helps to ... -
A construction of arithmetic progression-free sequences
(Texas Tech University, 2004-12)We describe a particular greedy construction of an arithmetic progression-free sequence from a finite composition. We also give an analysis on the properties of the resulting sequence. -
A continuous decomposition of the plane into cell-like sets each containing a dense set of arcs
(Texas Tech University, 2001-08)Not available -
A deterministsic numerical method for solutions of first-passage time problems
(Texas Tech University, 1996-12)In this research, a new deterministic numerical procedure for first passage time problems is introduced, analyzed, and numerically tested. In this procedure, the Green's function solution to the forward Kolmogovorov equation ... -
A finite difference method for a Stefan problem
(Texas Tech University, 1978-05)The purpose of this paper is to approximate the solution of a Stefan problem using an implicit finite difference analog for the heat equation and an explicit finite difference analog for the differential equation describing ... -
A generalized invariant imbedding for wave propagation
(Texas Tech University, 1983-05)Not available -
A generalized linear complexity
(Texas Tech University, 1992-05)Certain cryptographic applications require pseudo-random sequences which are "unpredictable," in the sense that recovering the sequence from a short captured segment is computationally infeasible. Such sequences are said ... -
A graduate pedagogy course for mathematics teaching assistants
(Texas Tech University, 2005-05)We will describe a three semester-hour graduate level mathematics course which focuses on issues related to the teaching of mathematics at the college level and is taken by all new graduate students entering our program ... -
A group of families of polynomials with imaginary zeros
(Texas Tech University, 1938-08)Not available -
A mathematical model of human saccadic eye movement
(Texas Tech University, 1998-05)A homeomorphic model of the eye movement plant is developed and used to simulate human saccadic eye movement. The Hill-based model incorporates nonlinear musculotendon dynamics. The effects of particular system parameters ... -
A method for truncation of a sequential test assuming an underlying exponential density function
(Texas Tech University, 1967-06)Not available