Computer Science

 

Computer Science

Our faculty are connected to the latest trends in computing practices and research. Research interests range from classical and quantum computing to human-computer interaction to assistive technology to artificial intelligence and speech recognition, and so much more.

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Submissions from 1995

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The Power of the Middle Bit of a #P Function, F. Green, J. Kobler, K. W. Regan, T. Schwentick, and J. Toran

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Lower bounds for depth-three circuits with equals and mod-gates, Frederic Green

Submissions from 1993

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Graph-based mapping by mobile robots, Kenneth J. Basye

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On the power of deterministic reductions to C=P, Frederic Green

Submissions from 1992

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An Automata-based Approach to Robotic Map Learning, Kenneth Basye

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A decision-theoretic approach to planning perception, and control, Kenneth Basye, Thomas Dean, Jak Kirman, and Moises Leiter

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Inferring finite automata with stochastic output functions and an application to map learning, Thomas Dean, Dana Angluin, Kenneth Basye, Sean Engelson, Leslie Kaelbling, Evangelos Kokkevis, and Oded Maron

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The power of the middle bit, Frederic Green, Johannes Kobler, and Jacobo Toran

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Sensor Abstractions for Control of Navigation, Jak Kirman, Kenneth Basye, and Thomas Dean

Submissions from 1991

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An oracle separating ΘP from PPPH, Frederic Green

Submissions from 1990

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Map Learning with Indistinguishable Locations, Kenneth Basye and Thomas Dean

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Coping with Uncertainty in a Control System for Navigation and Exploration, Thomas Dean, Kenneth Basye, Robert Chekaluk, Seungseok Hyun, Moises Lejter, and Margaret Randazza

Submissions from 1986

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SU(2) deconfinement temperature on a body-centered hypercubic lattice, W. Celmaster, Eve Kovacs, F. Green, and R. Gupta

Submissions from 1985

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A vectorized Monte Carlo algorithm for computing Wilson line observables in Su(2) gauge theory on a BCH lattice, W. Celmaster, F. Green, R. Gupta, and E. Kovacs

Submissions from 1984

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Mean field analysis of SU(N) deconfining transitions in the presence of dynamical quarks, F. Green and F. Karsch

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SU(4) deconfining transition at strong coupling: A Monte Carlo study, F. Green and F. Karsch

Submissions from 1983

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Manifestly broken local symmetries at large N, William Celmaster and Frederic Green

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Schwinger-Dyson equations in reduced, quenched, chiral models, Frederic Green

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Strong coupling expansions for the string tension at finite temperature, Frederic Green

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There is no roughening singularity at finite temperature, Frederic Green

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The chiral phase transition at strong coupling, Frederick Green

Submissions from 1982

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Calculating the large-N phase transition in gauge and matrix models, Frederic Green and Stuart Samuel

Submissions from 1981

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Chiral models: Their implication for gauge theories and large N, Frederic Green and Stuart Samuel

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The large-N phase transition in the U(N) chiral models, Frederic Green and Stuart Samuel

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The large-N phase transition in the U(N) lattice gauge theory, Frederic Green and Stuart Samuel