Hello, World!
Are you a PhD student or postdoc in Harmonic Analysis who is going to be on the job market in Fall 2023? Have you been thinking about making use of some other types of media to compliment your research and teaching statements to better present yourself as a job candidate? This series is created exactly for you! Anyone who is interested is welcome to sign up to post a 20-30 minutes video to introduce your academic works, background, and future plans. The talks are recommended to be made accessible to a general analysis audience and uploaded during the job application season, ideally by the end of October. Feel free to include the link to the talk in your job application portfolio.
Even if you are not going to be on the job market this year, you are still more than welcome to participate! An important goal of this series is to help early career colleagues gain visibility for their research and gives the broader community an opportunity to learn about the great new results and researchers in the field!
To participate, please use this form to sign up. We will then email you further instructions and links to upload your video.
Edward White (FSU) 2022 – Asymptotics of best packing and best covering
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
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
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
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...
Tongou Yang (UBC) 2021 – Decoupling for smooth surfaces in R3
Tongou Yang obtained his PhD at the University of British Columbia in 2021, advised by Dr. Malabika Pramanik. Tongou is currently a postdoctoral fellow at UBC. MSC2020 codes: 42B99 For each d≥0, we prove decoupling inequalities in R3 for the graphs of all bivariate...
Changkeun Oh (UW-Madison) 2021 – Decoupling inequalities for quadratic forms
Changkeun Oh is a PhD student at University of Wisconsin-Madison, advised by Dr. Shaoming Guo. Changkeun is expected to graduate in May 2022. MSC2020 codes: 42B25 Maximal functions We discuss some recent progress on decoupling inequalities for some translation- and...
Liding Yao (UW-Madison) 2021 – Sharp Hölder Regularity for Nirenberg’s Complex Frobenius Theorem
Liding Yao is a PhD student at University of Wisconsin-Madison, advised by Dr. Brian Street. Liding is expected to graduate in 2022. 58A30 (Primary), 32A50 and 57R55 (Secondary)
Itamar Oliveira (Cornell) 2021 – A new approach to the Fourier extension problem for P^d
Itamar Oliveira is a PhD student at Cornell University, advised by Dr. Camil Muscalu. Itamar is expected to graduate in May 2022. 42B99. We go over some recent results in the linear/multilinear Fourier extension theory. Under weaker transversality hypotheses, we can...
Rajula Srivastava (UW-Madison) 2021 – Lebesgue space estimates for spherical maximal functions on Heisenberg groups
Rajula Srivastava is a PhD student at University of Wisconsin-Madison, advised by Dr. Andreas Seeger. Rajula is expected to graduate in July 2022. MSC2020 codes: 42B20 Singular and oscillatory integrals, 42B25 Maximal functions We discuss almost sharp Lebesgue space...
Jianhui Li (UW-Madison) 2021 – Decoupling for smooth surfaces in R3
Jianhui Li is a PhD student at University of Wisconsin-Madison, advised by Dr. Betsy Stovall. Jianhui is expected to graduate in July 2023. MSC2020 code: 42B99 (Primary), 53A05 (Secondary) Key words: Decoupling, Gaussian curvature. In this video, a decoupling result...