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Browse Dissertations and Theses  Mathematics by Title
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(1972)
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(20120918)This dissertation is divided into three main sections. The main result of Section 1 is that, for $a,b>1$, irrational, the quantity $\log (a/b)$ is ``not too far'' from the series of fractional parts $$ \sum_{n=1}^{\i ...
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(20100514)This dissertation involves two topics. The first is on the theory of partitions, which is discussed in Chapters 2 − 5. The second is on covering systems, which are considered in Chapters 6 − 8. In 2000, Farkas and Kra ...
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(1982)This thesis considers the notions of decomposable operators in the sense of C. Foias, and a certain analytic conditioncalled condition ((beta))due to Errett Bishop. It is shown that the concepts are related, and that ...
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(1989)We use R. Knorr's theory of virtually irreducible lattices to study the blocks of a finite group.
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BooleanValued Models of Set Theory When the Boolean Algebra Is a Proper Class in the Ground Model (1971)
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(1989)In this paper the Boolean valued method is used to develop a theory closely resembling the theory of probabilistic metric spaces. In this development the complete Boolean algebra used must have the form of the quotient ...
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(1969)
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(1958)
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(1981)We study binary errorcorrecting and errordetecting codes suitable for use on a completely asymmetric or Z channel. This channel accepts inputs of 0 and 1 and reproduces these faithfully as outputs, except that occasionally ...
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(1989)A family of polytopes in E$\sp{d}$ is called nearly neighborly if, for every two members of the family, there is a hyperplane which separates them and contains a facet of each. Such a family is called neighborly if every ...
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(1982)The Renyi redundancy, R(,s)(p,w), is the difference between the exponentially weighted average codeword length,
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(1994)Suppose X is a submartingale that is continuous on the right with limits from the left and H is a predictable process bounded by 1 in absolute value. Let $Y = (Y\sb{t})\sb{t\ge 0}$ where$$Y\sb{t} = H\sb0X\sb0 + ...
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(1988)Let F be a finite extension of $\doubq\sb{p}$. Let L/F be a normal, totally ramified extension of degree $p\sp{2n}$ with ${\cal B}$ the maximal ideal of ${\cal D}\sb{\rm L}$. Suppose the Hilbert sequence for L/F has a ...
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(1993)We establish the decomposition by the Arnold cat map of a uniform lattice of prime$\sp2$ sites into periodic orbits. We give a first integral (constant of motion) of this dynamical system and use it to find additional ...
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Now showing items 5271 of 802