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Office Hour with Dr. Dóminique Kemp (Institute for Advanced Study) – An Introduction to the Decoupling of Higher Dimensional, Zero Curvature Hypersurfaces

by yumengou | Jan 17, 2023 | Director's Cuts

 Director’s Cuts is excited to announce the first talk of 2023, given by Dr. Dóminique Kemp (Institute for Advanced Study), on An Introduction to the Decoupling of Higher Dimensional, Zero Curvature Hypersurfaces. Here is an abstract: The ruled hypersurfaces...

Edward White (FSU) 2022 – Asymptotics of best packing and best covering

by yumengou | Dec 20, 2022 | Hello, World!

Edward White is a PhD student at Florida State University, advised by Dr. Alexander Reznikov. Edward is expected to graduate in spring 2023. Abstract: This video details a brief overview of the results we obtained in connecting the asymptotic behavior of packings and...

Francisco Romero Acosta (Virginia Tech) 2022 – A Mattila-Sjölin theorem for triangles

by yumengou | Dec 20, 2022 | Hello, World!

 Francisco Romero Acosta is a PhD student at Virginia Tech, advised by Dr. Eyvindur Palsson. Francisco is expected to graduate in May 2023. Key words: Hausdorff dimension, Frostman measure

Shengwen Gan (MIT) 2022 – The restricted projections to planes in R3

by yumengou | Dec 12, 2022 | Hello, World!

 Shengwen Gan is a PhD student at MIT, advised by Dr. Larry Guth. Shengwen is expected to graduate in May 2023. MSC2020 code: 28A75, 28A78 Key words: restricted projections, decoupling Abstract: In this talk, I will discuss a conjecture made by Fässler and Orponen on...

Lingxiao Zhang (UW-Madison) 2022 – Real analytic singular Radon transforms with product kernels: necessity of the Stein-Street condition

by yumengou | Dec 1, 2022 | Hello, World!

 Lingxiao Zhang is a PhD student at University of Wisconsin-Madison, advised by Dr. Brian Street. Lingxiao is expected to graduate in summer 2023. MSC2020 codes: 42B20, Keywords: singular radon transforms Abstract: Talk about a necessary and sufficient condition for...
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Recent Posts

  • Office Hour with Dr. Dóminique Kemp (Institute for Advanced Study) – An Introduction to the Decoupling of Higher Dimensional, Zero Curvature Hypersurfaces
  • Edward White (FSU) 2022 – Asymptotics of best packing and best covering
  • Francisco Romero Acosta (Virginia Tech) 2022 – A Mattila-Sjölin theorem for triangles
  • Shengwen Gan (MIT) 2022 – The restricted projections to planes in R3
  • Lingxiao Zhang (UW-Madison) 2022 – Real analytic singular Radon transforms with product kernels: necessity of the Stein-Street condition
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