# Browse Dissertations and Theses - Mathematics by Title

• (1976)

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• (1980)
Consider the one-way layout with Y(,ij) being the i-th 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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• (2014-09-16)
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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• (1966)

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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 K-theory today is devoted to the search for "motivic cohomology." This hoped-for cohomology theory of algebraic geometry should be analogous to the known singular homology groups of topology. ...

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• (1967)

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• (1973)

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• (1966)

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• (1961)

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• (1972)

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• (2012-09-18)
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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• (2010-05-14)
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 condition--called condition ((beta))--due to Errett Bishop. It is shown that the concepts are related, and that ...

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• (1978)

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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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• (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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