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Does the Jones Polynomial Detect Unknottedness? — (Science/Math)
Research paper showing that any knot with trivial Jones polynomial must have at least 18 crossings. The number of different Alexander, Homfly and Jones polynomials for knots of up to 15 crossings is given.
related to Does the Jones Polynomial Detect Unknottedness?
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Pawalowski, Krzysztof — (Science/Math)
Adam Mickiewicz University, Poznañ, Poland. Research interests, publications, photos, links, and some mathematical information.
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Christensen, Dan — (Science/Math)
Department of Mathematics at the University of Western Ontario. Research focuses on stable homotopy theory, model categories, derived categories, phantom maps, pro-spectra and quantum mechanics. Includes list of publications and course schedule.
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Snaith, Victor P. — (Science/Math)
University of Sheffield. Research interests in number theory, algebra, representation theory and algebraic topology. Publications and notes.
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Topology and Geometry Software — (Science/Math)
A collection of educational, graphical and research software by Jeff Weeks.
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(Belgium) K.U. Leuven, Kortrijk Campus — (Science/Math)
Algebra and Topology Research Group.
related to (Belgium) K.U. Leuven, Kortrijk Campus
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(UK) University of Liverpool — (Science/Math)
Knot Theory Research Group.
related to (UK) University of Liverpool
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(Hungary) Alfréd Rényi Mathematical Institute, Budapest — (Science/Math)
Set Theory and Topology Research Group. Members, preprints.
related to (Hungary) Alfréd Rényi Mathematical Institute, Budapest
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Erdos Number Project — (Science/Math)
The Erdös Number Project studies research collaboration among mathematicians.
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Directory for Hong Kong Mathematicians — (Science/Math)
Information on the whereabouts of Mathematicians currently working in Hong Kong, with research subject index.
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Directory of Scholars in Mathematics and Statistics in Taiwan — (Science/Math)
Organised initially by institute. With research interests.
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Erdös Number Project — (Science/Math)
Research into the collaboration graph centered around mathematician Paul Erdös.
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Williams - Roy Williams — (Science/Math)
Center for Advanced Computing Research. Interests: providing meaningful access by people to scientific data, searching for small signals in noisy data.
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Reynolds, Daniel R. — (Science/Math)
Department of Computational and Applied Mathematics. University of California, San Diego. Research interests in solving computational physics problems using partial differential equations and nonlinear solvers. Includes resume, curriculum vitae and list of publications.
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Home Page of John F. Nash, Jr. — (Science/Math)
Brief self-introduction, and on-line material on current research interests.
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Alayón-Solarz, Daniel — (Science/Math)
A blog devoted as a depository of links and references related to the research of the quaternions and the Fueter operator.
related to Alayón-Solarz, Daniel
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Brothers, Harlan — (Science/Math)
Director of technology for a primary school. A discussion of relationships between e, pi, and Euler's Gamma. Projects and research involving an improved approximation to e, as well as fractals, cellular automata, and mathematics education.
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Bach, Eric, Ph.D. — (Science/Math)
Professor of Computer Science at the University of Wisconsin. His research interests are theoretical computer science, computational number theory, algebraic algorithms, complexity theory, cryptography, and six-string automata. Research summary, selected publications, CV in Post Script.
related to Bach, Eric, Ph.D.
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Berger, Laurent, Ph.D. — (Science/Math)
French, English-language site. His research is on p-adic forms and differential equations. CV, research summary, preprints.
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Burbanks, Andrew — (Science/Math)
Senior lecturer at the Department of Mathematics at the University of Portsmouth in the UK. Research interests include dynamical systems, computational math, evolutionary algorithms, visualisation of math structures and logic from an expository viewpoint. Page includes list of publications.
related to Burbanks, Andrew
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