BUMP AUTOMORPHIC FORMS AND REPRESENTATIONS PDF

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Conference participants can register and pick up information packets, name badges, etc. Light breakfast and coffee will be available. See schedule for details. General Information. The conference is in honor of Daniel Bump. Daniel Bump has been a leading mathematician in automorphic forms, representation theory and number theory for over three decades.

Together with his many collaborators, he has contributed to a greater understanding of Whittaker functions, L-functions, the metaplectic group, and multiple Dirichlet series, with additional papers in such diverse areas as Toeplitz matrices, Voronoi-summation formulae, and exactly solved models in statistical mechanics. He has authored well-received textbooks which have laid the groundwork for students to learn automorphic forms and representations, Lie groups, and algebraic geometry, and mentored a large and ever-expanding group of students and post-docs.

This conference presents research related to Dan's recent interests as well as those of his doctoral students. The conference posters in PDF will eventually be linked here for advertising. For more information on the conference, please contact any member of the organizing committee. Use the following link to register: Online Registration Please be advised that, while you are welcome to register online, we are no longer accepting applications for funding as of April 9, , and will inform previously registered participants about funding in the next week.

Participants Click here to be taken to the list of registered participants. We have arranged accommodations at two local hotels: The Cardinal Hotel We have a number of rooms at the charming and historic Cardinal Hotel, approximately 1 mile from the Stanford campus. Situated in downtown Palo Alto, the Cardinal is within walking distance of shopping and many fine dining establishments.

To reserve your room at the Cardinal Hotel, please go to our special reservations Web page. In addition, you can also find a list of shuttle bus companies that serve both airports. Phone numbers and estimated transportation charges are also listed. Hotel California The Hotel California, although a bit more distant from the campus approximately 1.

For directions to the Hotel California, visit their Directions page. If you don't want to rent a car or take a cab or shuttle, you can get to Palo Alto from either the San Francisco or San Jose Airport by train. Please note that, although the combined fares for this method of transportation are considerably lower than the alternatives, the convenience is also considerably less.

Persi Diaconis Stanford University. Solomon Friedberg Boston College. Please feel free to contact any of the organizers if you need any additional information. Back to the top. Automorphic Forms, Representations, and Combinatorics:. Stanford University, August , This has been changed to Day 1 Announcements Conference participants can register and pick up information packets, name badges, etc.

Speakers Daniel Bump Stanford Univ. William Banks Univ. Dorian Goldfeld Columbia Univ. David Kazhdan Hebrew Univ. Registration Use the following link to register: Online Registration Please be advised that, while you are welcome to register online, we are no longer accepting applications for funding as of April 9, , and will inform previously registered participants about funding in the next week.

Hotel Info We have arranged accommodations at two local hotels: The Cardinal Hotel We have a number of rooms at the charming and historic Cardinal Hotel, approximately 1 mile from the Stanford campus. CSS theme by golebara.

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Modular Forms and Representations of GL(2) (TCC 2018)

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Automorphic Forms on GL (3,TR)

By using our site, you acknowledge that you have read and understand our Cookie Policy , Privacy Policy , and our Terms of Service. MathOverflow is a question and answer site for professional mathematicians. It only takes a minute to sign up. There is certainly an abundance of advanced books on Galois representations and automorphic forms. What I'm wondering is more simple: What is the basic connection between modular forms and representation theory?

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