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Browse Dissertations and Theses  Mathematics by Title
Now showing items 4160 of 802

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(1980)Consider the oneway layout with Y(,ij) being the ith observation from group j, j = 1(1)p, i = 1(1)n(,j). Let N denote the total number of observations. Assume Y(,ij) = (theta)(,j) + e(,ij), where the e's are independent ...
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Asymptotic formulae for certain arithmetic functions produced by fractional linear transformations (20140916)K.T. Atanassov introduced the two arithmetic functions \[ I(n) = \prod_{\nu=1}^k p_\nu^{1/\alpha_\nu} \qquad \text{and}\qquad R(n) = \prod_{\nu=1}^k p_\nu^{\alpha_v  1} \] called the irrational factor and the strong ...
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(1956)
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(1984)Two fundamental properties of the ordinary doubly infinite tape of a Turing machine are hidden behind the contents of the symbols written on it. An observer standing on a blank tape will be unable to distinguish one cell ...
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(1987)In algebraic graph theory one studies algebraic variants of graphs by forming matrices and groups relating to the graph. One example of this is the distance matrices, $\Gamma\sb{\rm i}$, and their associated groups.
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(1994)Much of the work in algebraic Ktheory today is devoted to the search for "motivic cohomology." This hopedfor cohomology theory of algebraic geometry should be analogous to the known singular homology groups of topology. ...
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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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Now showing items 4160 of 802