October 2011 - PDE.OK.Workshop - mathdept.okstate.edu

Flight Information and Hotel reservation
by Oklahoma PDE Workshop 24 Oct '11

24 Oct '11

Dear Dr. Wu, Following is my flight information. I will be arriving on Friday Nov 11th and leaving on Sunday evening. So I need a hotel for two nights. Arrival: Friday, November 11 Flight: Delta 4944 Operated by Atlantic Southeast Airlines Departs: 8:10 pm from Detroit, Michigan Arrives:9:53 pm at Oklahoma City, Oklahoma Departing flights: Sunday, November 13 Flight: Delta 5792 Operated by Compass Airlines Departs: 5:19 pm from Oklahoma City, Oklahoma I really appreciate your time and cooperation. Sincerely yours, D.P. Adhikari ---------------------------------------------------------------- This message was sent using IMP, the Internet Messaging Program.

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interested in giving a short presentation
by Oklahoma PDE Workshop 07 Oct '11

07 Oct '11

Dear Organizer, This is Ye Li form OU math department. I am interested in giving a short presentation at the third Oklahoma PDE workshop. Here are my basic information: Ye Li PhD student form OU math department email: yelicc(a)ou.edu Interest: PDEs, geometric inequalities, differential geometry Title: Recent progress on sharp generalized Cafferelli-Kohn-Nirenberg type and Hardy type inequalities on manifolds Abstract: I will report some recent progress on sharp generalized Cafferelli-Kohn-Nirenberg type and Hardy type inequalities on Riemannian and complex manifolds. Some applications to $p$-harmonic geometry and to the theory of minimal surfaces will be discussed. I appreciate your consideration. Thank you so much. Best, Ye Li ---------------------------------------------------------------------------- お前は一人ではありません。 You are not alone.

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Application for a short presentation at the Third Oklahoma PDE Workshop.
by Oklahoma PDE Workshop 06 Oct '11

06 Oct '11

Dear Organizing Committee, My name is Nguyen Hoang, a postdoc in the Department of Mathematics at the University of Oklahoma. I am interested in giving a short presentation at the Third Oklahoma PDE Workshop. Below are the title and abstract of a possible talk. Title: An inverse problem for a heat equation with piecewise-constant thermal conductivity. Abstract: The governing equation is $u_t = (a(x)u_x)_x$, $0 \le x \le 1$, $t > 0$, $u(x, 0) = 0$, $u(0, t) = 0$, $a(1)u'(1, t) = f(t)$. The extra data are $u(1, t) = g(t)$. It is assumed that $a(x)$ is a piecewise-constant function, and $f\not\equiv 0$. It is proved that the function $a(x)$ is uniquely defined by the above data. No restrictions on the number of discontinuity points of $a(x)$ and on their locations are made. The number of discontinuity points is finite, but this number can be arbitrarily large. I hope my proposal is accepted for presenting at the Workshop. I look forwarding to the Committee's decision. Thank you very much, Nguyen Hoang Department of Mathematics University of Oklahoma

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application for a poster presentation
by Oklahoma PDE Workshop 05 Oct '11

05 Oct '11

Dear the Third Oklahoma PDE Workshop orgnizers, I am writing to apply for giving a poster presentation in the upcoming workshop. I am a graduate student at the University of Oklahoma working on a dissertation under Dr. Semion Gutman. My research interests include nonliear functional analysis, differential equations, optimization and inverse problems. My contact informatin is the following: Qinghua Luo the University of Oklahoma, Department of Mathematics, 601 Elm Avenue, PHSC 423 Norman, OK 73019 Attached is the abstract of my poster. Thank you very much for your consideration and I look forward to hearing from you. Sincerely yours, Qinghua Luo

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