Christopher Donald Huntington Cooper

I am a retired senior lecturer in mathematics at Macquarie University in Sydney, a past president of the Australian Brontë Association and a lay preacher in the Eastwood Uniting Church. There are links to my sites associated with each of these.

Maths Notes   >>

A set of mathematics notes, many of which are currently used as the text, or one of the texts, for mathematics units at Macquarie.

http://www.math.umn.edu/~garrett/

Paul Garrett

"You can\'t check infinitely-many things... you don\'t have all day." Carol Brunzell
"In an age of universal deceit, telling the truth is a revolutionary act" George Orwell
"Informatationize: to informatate." Olivia Brunzell-Garrett
"Be as honest as your mouth will allow." Olivia Brunzell-Garrett
"An infallible method of conciliating a tiger is to allow oneself to be devoured." Konrad Adenauer
"There are many truths, Lucinda. Some are uplifting, others are not." Uncle Bob, Plan 10 from Outer Space
"If you tell the truth, you don\'t have to remember anything." Mark Twain
"The law in its majestic equality forbids the rich as well as the poor from stealing bread, begging and sleeping under bridges." Anatole France

http://www-math.bgsu.edu/~hoffman/

Corneliu Hoffman

Email: hoffman@bgnet.bgsu.edu

師大數學李華介教學網站

http://math.ntnu.edu.tw/~li/

http://www.math.ens.fr/~biquard/

Olivier Biquard

Coordonnées

Adresse postale :

École Normale Supérieure
Département de Mathématiques et Applications
45 rue d\'Ulm
75005 PARIS

Téléphone : +33 1 44 32 20 57
Télécopie : +33 1 44 32 20 80
Adresse de courrier électronique : olivier.biquard@ens.fr

Recherche

Articles de recherche, Articles de synthèse

Enseignement

Polycopiés de M2

Liens

Séminaire d\'analyse et géométrie, le mardi à 14h, à Jussieu

ANR ACG

Retour au DMA

http://math.stanford.edu/~ksound/

K. Soundararajan

Professor of Mathematics
Stanford University
450 Serra Mall, Building 380
Stanford, CA 94305-2125

e-mail: ksound(at)math(dot)stanford(dot)edu

Papers

All of my recent papers have been posted on the arXiv. Here is a link to the recent listings in number theory, and a link to my papers. Please be warned that sometimes the published version may be a little different from the arXiv version. For the publication details you may check MathSciNet.

http://www.math.niu.edu/~rusin/

Dave Rusin\'s home page

I was Associate Professor of Mathematics at Northern Illinois University, but I have now moved to the University of Texas. NIU has graciously allowed me to maintain my web pages here.

• Research papers and preprints (in TeX, on algebra and topology).
• Materials related to the teaching of math.
• I maintain the Mathematical Atlas, which provides expository materials on mathematical subjects at the math major/graduate student level.
• Some applications of math, including posts and mail on music, games, astronomy, elections, etc., from a mathematical perspective.
• Questions and solutions to recent Putnam and other mathematics competitions.
• Surely you didn\'t come looking for a short biography of this illustrious person.
• Materials absolutely unrelated to what I get paid to do are indexed on a separate non-work page, including links to my kids and other family (and genealogy), other Rusins, bicycling, linux, etc.

For anything else try the Northern Illinois University Mathematical Sciences Department\'s WWW server; it links to other math and NIU sites.

http://www.math.utexas.edu/users/benzvi/

David Ben-Zvi

Course page for Literacy Seminar in Geometry and Topology, Fall 2013.

I am an Associate Professor in the Geometry Research Group of the Mathematics Department, University of Texas, Austin.

I am interested in the interface between representation theory, algebraic geometry and mathematical physics. One focus of my current research is a new approach, joint with David Nadler to the representation theory of real and complex Lie groups built from a combination of the geometric Langlands program, topological field theory and derived algebraic geometry. Another program I am working on, joint with Tom Nevins, applies noncommutative geometry, in particular the geometry of differential operators, to questions concerning integrable systems. I am also interested in the applications of algebraic structures coming from physics (such as conformal field theory and vertex algebras) to the geometry of moduli spaces. This is the subject of my work with my advisor Edward Frenkel; check out our book Vertex Algebras and Algebraic Curves.

My other collaborators are Indranil Biswas, Matt Szczesny (my academic brother), Reimundo Heluani, John Francis, Sam Gunningham, David Helm, David Jordan, Anatoly Preygel, Jonathan Block, Nigel Higson, Adrien Brochier, Andrew Blumberg and Aaron Royer.

My current graduate students are Lee Cohn, Iordan Ganev, Hendrik Orem and Pavel Safronov. My former graduate students are Parker Lowrey (Ph.D. 2010) and Carl Mautner (Ph.D. 2010).

http://www.math.ubc.ca/~feldman/

Joel Feldman

Department of Mathematics
University of British Columbia
Vancouver, BC
Canada
V6T 1Z2

Allan P. Fordy

Department of Applied Mathematics and
Centre for Nonlinear Studies
The University of Leeds,
Leeds LS2 9JT,
UK.

Tel: (+44) (113) 343 5115,
Fax: (+44) (113) 343 5090
Email: allan@maths.leeds.ac.uk

Research Interests

Completely integrable Hamiltonian systems; quantum integrable systems; canonical transformations and integrable maps; Lie algebraic and differential geometric methods.