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seminars:anal

The Analysis Seminar

Fourier

The seminar meets Wednesdays in WH-100E at 3:30-4:30 p.m. There are refreshments and snacks in WH-102 at 3:15.

The seminar is partly funded as one of Dean's Speaker Series in Harpur College (College of Arts and Sciences) at Binghamton University.

Organizers: Paul Loya, Shengwen Wang, Xiangjin Xu, Gang Zhou and Lu Zhang

Previous talks

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Spring 2019

* January 23rd, Wednesday (3:30-4:30pm)

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Topic: organizational meeting



* January 30th, Wednesday (3:30-5:00pm)(No talk due Monday schedule)

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Topic: No talk

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* February 6th, Wednesday (3:30-4:55pm)

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* February 13th, Wednesday (3:30-4:55pm)

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* February 20th , Wednesday (3:30-4:55pm)

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* February 27th , Wednesday (3:30-4:55pm)

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* March 6th, Wednesday (3:30-4:55pm)

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* March 13th, Wednesday (3:30-4:55pm)

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* March 20th, Wednesday (3:30-4:55pm)

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* March 27th, Wednesday (3:30-4:55pm)

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* April 3rd, Wednesday (3:30-4:55pm)

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* April 10th, Wednesday (3:30-4:55pm)

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* April 17th, Wednesday (3:30-4:55pm)

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* April 24th, Wednesday (3:30-4:55pm)

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* May 1st, Wednesday (3:30-4:55pm)

Speaker: Lu Wang (University of Wisconsin & IAS)
Topic: Mean Curvature Flow Expanders of Low Entropy



Abstract: Colding and Minicozzi introduced a notion of entropy of a hypersurface, which is defined by the supremum over all Gaussian integrals with varying centers and scales. In this talk, we will discuss the properties of self-expanding solutions of mean curvature flow with small entropy. This is joint work with Jacob Bernstein.




* May 8th, Wednesday (3:30-4:55pm)

Speaker:John Ma (Rutgers University)
Topic: Uniqueness Theorem for non-compact Mean Curvature Flow with possibly unbounded curvatures

Abstract: We discuss uniqueness for mean curvature flow of non-compact manifolds. We use an energy argument to prove a uniqueness theorem for mean curvature flow with possibly unbounded curvatures. These generalize the results in Chen and Yin (CAG, 07). This is a joint work with Man-Chun Lee.




* May 15th, Wednesday (3:30-4:55pm)

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seminars/anal.txt · Last modified: 2019/04/22 13:40 by gzhou