This collection represents a sample of faculty work from the Mathematics and Computer Science Department. Mathematics and computer science provide the critical foundation required to answer some of the most pivotal and complex questions of our time. Mathematicians design the models that enable us to understand and improve the structure of transportation networks, computer networks and physical processes, making them more efficient, effective, and versatile. Computer scientists build the invisible layer of software that drives significant advances in scientific research and improves everyday life.

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Submissions from 1994

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LCM: Memory System Support for Parallel Language Implementation, Brad Richards, James R. Larus, and Guhan Viswanathan

Submissions from 1993

Combinatorial Object Library (COL), Robert A. Beezer

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Ricci Flow On Minisuperspaces And The Geometry-topology Problem, James Isenberg and Martin Jackson

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Ricci flow on minisuperspaces and the geometry-topology problem, Martin Jackson and James Isenberg

Submissions from 1991

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Distance polynomial graphs, Robert A. Beezer

Generating catalogs of regular graphs, Robert A. Beezer

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A graph polynomial package, Robert A. Beezer, E. J. Farrell, and G. M. Constantine

Submissions from 1990

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A disrespectful polynomial, Robert A. Beezer

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Trees with very few eigenvalues, Robert A. Beezer

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Catalogs Of Regular Graphs, Robert A. Beezer and John Riegsecker

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Evolution of the Bel-Robinson energy in Gowdy T3 x IR spacetimes, Martin Jackson, James Isenberg, and Vincent Moncrief

Contributing to Functional Programming in Logic, Brad Richards

On Warren's Method for Functional Programming in Logic, Brad Richards, Mantis H. M. Cheng, and Maarten H. van Emden

Submissions from 1989

On conjectures of Graffiti concerning regular graphs, Robert A. Beezer, John Riegsecker, and Bryan A. Smith

Submissions from 1987

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Orbit Polynomial Graphs Of Prime-order, Robert A. Beezer

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Orbit polynomial graphs of prime order, Robert A. Beezer

Submissions from 1984

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On the polynomial of a path, Robert A. Beezer