Dear Fellow Geometers, The deadline for applying to the 2013 Park City Mathematics Institute Summer Program on Geometric Analysis is on Thursday. I suggest applying before then - for example, today! This program has parallel programs for researchers, graduate students, and undergraduates, so please forward this email to researchers, graduate students, and undergraduates who you think would be interested. The Clay Senior Scholars-in-Residence will be Gerhard Huisken (Albert Einstein Institute, Tuebingen) Richard Schoen (Stanford) The graduate summer school lecturers, each of whom will give 4 lectures to graduate students in addition to participating in the research program, will be Michael Eichmair (ETH - Zurich) Fernando Marques (IMPA, Brazil) Tristan Riviere (ETH - Zurich) Igor Rodnianski (MIT) Peter Topping (Warwick) Jeff Viaclovsky (Wisconsin) Ben Weinkove (Northwestern) Brian White (Stanford) Steve Zelditch (Northwestern) These graduate summer school lectures will include topics in geometric relativity, minimal surfaces, Ricci flow, critical metrics, Kahler geometry, and spectral geometry, to name a few of the topics already discussed. Please help us advertise this graduate summer school to graduate students for us. It should be a great opportunity for graduate students. Applicants to the graduate program should have completed a graduate level course in differential geometry. It is also recommended that they have had some knowledge of partial differential equations. In addition, there will be two undergraduate-level lecture series on curvature of space and time, and on geometric differential equations. These lectures will be given by Iva Stavrov (Lewis & Clark College, Portland) Paul T. Allen (Lewis & Clark College, Portland) Applicants to the undergraduate program should have taken courses in linear algebra, multivariable calculus, and ordinary differential equations. Course work in real analysis is strongly recommended. The undergraduate faculty program will be run by: Justin Corvino (Lafayette College) To apply to any of these programs, go to http://pcmi.ias.edu/program-index and then click on "Research in Mathematics" if you are a researcher (postdoc on up), "Graduate Summer School" if you are currently in graduate school, "Undergraduate Summer School" if you are currently an undergraduate, or "Undergraduate Faculty Program" if you are undergraduate faculty. (There are two other parallel programs listed as well - one for high school teachers and one for mentors of undergraduate research by minority students - please forward to those who you think would be interested.) Then follow the instructions about how to apply to PCMI through MathPrograms.org. The dates of the program are from June 30 to July 20, 2013. This 3 week summer program will support visits of 50 or more faculty and 80 or more graduate students working in geometric analysis and will be held in parallel with programs for undergraduates, undergraduate faculty, and secondary school teachers as well. *** Important Note for graduate students: For those from MSRI sponsoring institutions: MSRI offers some funding for graduate students, but this is NOT required. 1. Graduate students who were nominated by their departments and accepted to PCMI through MSRI must also apply directly to PCMI as described at the above website. 2. Graduate students from MSRI sponsoring institutions who wish to attend PCMI can apply directly to PCMI. They do not need to have been nominated by their department through MSRI or to have been accepted by MSRI. We look forward to seeing you there! Best Regards, Hubert Bray on behalf of the organizers: Hubert Bray (Duke), Greg Galloway (Miami), Rafe Mazzeo (Stanford), and Natasa Sesum (Rutgers) Additional information: PCMI's graduate, undergraduate and research programs are generously supported by the National Science Foundation and the National Security Agency. -- Hubert L. Bray Professor of Mathematics and Physics Duke University Geometric Analysis - General Relativity - Astrophysics http://fds.duke.edu/db/aas/math/faculty/bray =-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=- This message was sent to you via the Geometry List, which announces conferences in geometry and closely related areas to over 1200 mathematicians worldwide. At http://listserv.utk.edu/archives/geometry.html there are many functions available, including checking the archives since November 2005, changing your e-mail address or preferences, and joining/leaving the list. If you have problems that cannot be resolved at this website, send a message to [log in to unmask] Before sending an announcement, please carefully read the following. Any announcements that are *not* about conferences (e.g. those about jobs, journals, books, etc.) will be rejected by the moderator without comment. To announce a geometry or closely related conference, send the announcement (including a conference web site if possible) to [log in to unmask] The moderator cannot edit your message; list members will receive the announcement as an e-mail from you EXACTLY as you submitted it. For example, if your submission starts with "Please post this on the geometry list" then your conference announcement will also begin with that statement. In order to keep down the volume of e-mail, only TWO announcements per conference will be approved by the moderator. The "subject" of your message should include the name of the conference and the number (first or second) of the announcement, e.g. Gauss Memorial Lectures in Geometry: Second Announcement. Please check that your announcement (especially the website) is correct. Corrections will be approved only in the most critical situations, e.g. if corrected information is not available on the website. If you send a submission from an e-mail address that is not subscribed to the geometry list then you will be sent an e-mail asking for confirmation. This feature is designed to thwart the hundreds of machine-generated spam that are sent to the list and would otherwise have to be manually blocked by the moderator. The Geometry List is sponsored and maintained by the Mathematics Department, The University of Tennessee, Knoxville.