# Browse Dissertations and Theses - Mathematics by Title

• (1965)

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• (1965)

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• (1970)

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• (1968)

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• (1967)

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• (1997)
We give three applications of martingale theory. First, we study a problem in real-time target tracking. Realistic assumptions, namely limited processing power, turn the variance into a stochastic process. We transform and ...

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• (2011-08-25)
We study extremal and structural problems in regular graphs involving various parameters. In Chapter 2, we obtain the best lower bound for the matching number over $n$-vertex connected regular graphs in terms of ...

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• (1971)

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• (1995)
In this thesis, the concept of the regular (or Riesz) norm on ordered real Banach spaces is generalized to matrix ordered complex operator spaces in a way that respects the matricial structure of the operator space. A norm ...

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• (1999)
Let K be a number field, p a rational prime, and S a finite set of primes of K, none of which lies above p. Let K S be the maximal pro-p extension of K unramified outside S, and let GS = Gal(KS/K). In the case K = Q ...

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• (1971)

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• (1966)

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• (1993)
In his 1927 paper, Macaulay gave a necessary and sufficient condition for a function H to be the Hilbert function of a cyclic module over a polynomial ring $R = k\lbrack x\sb1,\..., x\sb{n}\rbrack$ where k is a field of ...

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• (1981)
Multicommodity flows are studied, in the special case where the underlying graph is a tree and all arc capacities are one.

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• (1968)

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• (1987)
Part of the task of quantum logic is to account for the collapse of the state vector during measurement. A difficulty in this is that it is not obvious how to describe measurement quantum mechanically as the interaction ...

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• (1968)

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• (2011-05-25)
In 2006, Bartholdi and Nekrashevych solved a decade-old problem in holomorphic dynamics by creatively applying the theory of self-similar groups. Nekrashevych expanded this work in 2009 to define what we refer to as ...

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• (1970)

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• (1961)

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