Dominique Maldague Department of Mathematics University of California, Berkeley California, USA 94720 Office: 1004 Evans Hall Email: dmal AT math DOT berkeley DOT edu Curriculum Vitae |
I am a fifth year graduate student in Mathematics at the University of California, Berkeley. My advisor is Michael Christ, with whom I have studied extremization problems in harmonic analysis.
A symmetrization inequality shorn of symmetry (j. with Michael Christ, arxiv) 2018
A constrained optimization problem for the Fourier transform: Quantitative analysis (to appear in the Journal of Geometric Analysis) 2018
A constrained optimization problem for the Fourier transform: Existence (arxiv) 2018
A constrained optimization problem for the Fourier transform
Analysis seminar, 2018, Georgia Tech, UCLA/Caltech, Michigan State
A restricted extremization problem for the Fourier transform
Young Women in Harmonic Analysis and PDE, 2016, University of Bonn
Character Table Methods for Calculating Rank of Finite Groups
Young Mathematicians Conference, The Ohio State University, August 2013
An elementary proof of the Hasse-Weil theorem for hyperelliptic curves. after S. Stepanov
Decoupling and Polynomial Methods in Analysis, 2017, University of Bonn
Fourier series as geometric rough paths
Harmonic analysis seminar 2016, UC Berkeley
The partial sum process of orthogonal expansion as geometric rough process with Fourier series as an
example, an improvement of Menshov-Rademacher theorem, after T. Lyons and D. Yang
Paraproducts and Analysis of Rough Paths, 2016, University of Bonn
Existence of Extremals for a Fourier Restriction Inequality, after M. Christ and S. Shao
Student Harmonic Analysis and Differential Equations Seminar, UC Berkely, September 2015
Sharp Inequalities in Harmonic Analysis, University of Bonn, August 2015
Spring 2016: GSI Math 202B
Spring 2014: GSI Math 1B
Fall 2013: GSI Math 54
Spring 2013: GSI Math 16B
dmal AT math DOT berkeley DOT edu | |
1004 Evans Hall | |
970 Evans Hall #3840 Department of Mathematics Berkeley, California 94720-3840 |