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# Browsing Department of Mathematics by Title

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• (1962-07-18)
• (2009-06-18)
If P is an integer polynomial denote the degree of P by ∂(P) and let H(P) be the maximum of the absolute value of the coefficients of P. Define Λ(P)=2[superscript ∂(P)]H(P) and for a fixed prime p let C[subscript p] den ...
• (1975-08-05)
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• (2015-11-24)
A teacher's mathematical knowledge for teaching has been shown to have a positive correlation with their students' success (Monk, 1994). So, when half of the students that start out in a STEM major switch out to a non-ST ...
• (2011-09-06)
The purpose of this study was to detail mathematical knowledge that supports the work of teaching proof and to investigate how such knowledge is evidenced in professional development (PD). To advance the construct of mat ...
• (1969-03-21)
A mathematical model simulating mass transport of chemicals in saturated porous medium is given in four parts. Included in the development is the physical phenomenon of adsorption of molecules of chemicals on the surr ...
• (2011-08-01)
• (1965-08-13)
The author studies the class of rectangular arrangements in terms of two binary relations on the objects of the arrangement. He shows how a univalent matrix determines a unique rectangular arrangement, and how each re ...
• (2014-05-13)
In this dissertation we develop mathematical treatment for two important applications: (i) evolution of methane in coalbeds with the associated phenomena of adsorption, and (ii) formation of methane hydrates in seabed. W ...
• (1973-11-29)
This paper studies necessary and sufficient conditions for a matrix to be conjunctive with its adjoint. The problem is solved completely in the usual complex case, in which it is shown that a matrix is conjunctive to ...
• (2000-04-13)
The study of differentiation of integrals has led to the study of maximal functions. In the development of harmonic analysis, the most powerful result connected with Lebesgue's theorem was that of the Hardy-Littlewood Ma ...
• (1999-05-07)
This paper examines the probability that a random polynomial of specific degree over a field has a specific number of distinct roots in that field. Probabilities are found for random quadratic polynomials with respect to ...
• (1960-11-22)
• (1959-05-13)
• (1961-05-15)
• (1985-08-05)
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• (1967-03-07)
In this paper, the general mathematical theory of linear passive one-ports and the class of positive real functions are briefly reviewed as background material. Then a time domain method for synthesis of a finite lump ...
• (1972-08-10)
In this thesis some methods for solving systems of nonlinear equations are described, which do not require calculation of the Jacobian matrix. One of these methods is programmed to solve a parametrized system with pos ...
• (American Mathematical Society, 2014-01)
The surgery technique of Gromov and Lawson may be used to construct families of positive scalar curvature metrics which are parameterised by Morse functions. This has played an important role in the study of the space ...
• (1977-06-16)
Micropolar Theory, a specialization of the Microcontinuum Theory advanced by A. C. Eringen in the early 1960ts has been used successfully in predicting the behavior of materials whose inner structure is composed of ro ...