Talks/Seminars

Upcoming

Lecture series "Mixed Boundary Value problem for elliptic operators".
GLESPA, Providence, Rhode Island, 1/27/2026 and 2/3/2026

Past Talks

"Solvability of the parabolic L^p regularity problem for x_{n+1}-independent coefficients".
Workshop Harmonic Analysis and PDE, University of Pittsburgh, Pittsburgh, November 2025;
Joint Mathematics Meeting (JMM), Washington DC, January 2026
"Solvability of $L^p$ boundary value problems for a new class of elliptic operators".
Analysis seminar, University of Alabama, Tuscaloosa, August 2025
"A new solvability condition for $L^p$ boundary value problems for elliptic operators".
15th ISAAC congress, Astana, Kazakhstan, July 2025;
12th International Conference on Harmonic Analysis and Partial Differential Equations, El Escorial, Spain, June 2025;
Analysis seminar, University of Pittsburgh, Pittsburgh, April 2025
Lecture series "The L^p Dirichlet problem and its connections to harmonic analysis".
GLESPA, Providence, Rhode Island, October 2024
"An L^1-L^\infty condition on only \partial_t A to solve the L^p Dirichlet problem".
PDE seminar, 09/13/2024, Brown university, Providence
"Perturbation theory for the parabolic regularity problem".
Analysis seminar, 09/16/2024, Brown University, Providence
"Perturbation theory for the L^p Neumann problem".
Harmonic Analysis working group, Edinburgh, 2024
"On an L^1-L^infinity Carleson condition to solve the L^p Dirichlet problem".
Maxwell Institute Analysis, conference, Edinburgh, 2024
"On a mixed L^1-L^infinity Carleson condition on partial_t A".
Problems in potential theory of nonlinear elliptic PDEs, conference, Essex, 2024
"The L^p Dirichlet Problem for Elliptic Operators with BMO Antisymmetric Part".
HAPDEGMT, conference, Bilbao, 2023
"Perturbation theory and the Carleson condition for the $L^p$ Dirichlet boundary value problem".
DFG research group EDDy, seminar, Aachen, 2022
"The Dirichlet Problem for second order linear elliptic PDEs".
Maxwell PG Colloquium, student seminar, Edinburgh, 2022
"Solvability of the Dirichlet boundary value problem for elliptic second order PDEs".
ECRM2022, conference at UCL, London, 2022
"Perturbation Theory for the L^p Dirichlet Problem".
Maxwell Institute Graduate School Mini-conference, Edinburgh, 2021

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Talks/Seminars

Upcoming

Lecture series "Mixed Boundary Value problem for elliptic operators".GLESPA, Providence, Rhode Island, 1/27/2026 and 2/3/2026

Past Talks

"Solvability of the parabolic L^p regularity problem for x_{n+1}-independent coefficients".Workshop Harmonic Analysis and PDE, University of Pittsburgh, Pittsburgh, November 2025;Joint Mathematics Meeting (JMM), Washington DC, January 2026

"Solvability of $L^p$ boundary value problems for a new class of elliptic operators".Analysis seminar, University of Alabama, Tuscaloosa, August 2025

Lecture series "The L^p Dirichlet problem and its connections to harmonic analysis". GLESPA, Providence, Rhode Island, October 2024

"An L^1-L^\infty condition on only \partial_t A to solve the L^p Dirichlet problem". PDE seminar, 09/13/2024, Brown university, Providence

"Perturbation theory for the parabolic regularity problem".Analysis seminar, 09/16/2024, Brown University, Providence

"Perturbation theory for the L^p Neumann problem". Harmonic Analysis working group, Edinburgh, 2024

"On an L^1-L^infinity Carleson condition to solve the L^p Dirichlet problem".Maxwell Institute Analysis, conference, Edinburgh, 2024

"On a mixed L^1-L^infinity Carleson condition on partial_t A". Problems in potential theory of nonlinear elliptic PDEs, conference, Essex, 2024

"The L^p Dirichlet Problem for Elliptic Operators with BMO Antisymmetric Part". HAPDEGMT, conference, Bilbao, 2023

"Perturbation theory and the Carleson condition for the \(L^p\) Dirichlet boundary value problem". DFG research group EDDy, seminar, Aachen, 2022

"The Dirichlet Problem for second order linear elliptic PDEs". Maxwell PG Colloquium, student seminar, Edinburgh, 2022

"Solvability of the Dirichlet boundary value problem for elliptic second order PDEs". ECRM2022, conference at UCL, London, 2022

"Perturbation Theory for the L^p Dirichlet Problem". Maxwell Institute Graduate School Mini-conference, Edinburgh, 2021

Lecture series "Mixed Boundary Value problem for elliptic operators".
GLESPA, Providence, Rhode Island, 1/27/2026 and 2/3/2026

"Solvability of the parabolic L^p regularity problem for x_{n+1}-independent coefficients".
Workshop Harmonic Analysis and PDE, University of Pittsburgh, Pittsburgh, November 2025;
Joint Mathematics Meeting (JMM), Washington DC, January 2026

"Solvability of $L^p$ boundary value problems for a new class of elliptic operators".
Analysis seminar, University of Alabama, Tuscaloosa, August 2025

Lecture series "The L^p Dirichlet problem and its connections to harmonic analysis".
GLESPA, Providence, Rhode Island, October 2024

"An L^1-L^\infty condition on only \partial_t A to solve the L^p Dirichlet problem".
PDE seminar, 09/13/2024, Brown university, Providence

"Perturbation theory for the parabolic regularity problem".
Analysis seminar, 09/16/2024, Brown University, Providence

"Perturbation theory for the L^p Neumann problem".
Harmonic Analysis working group, Edinburgh, 2024

"On an L^1-L^infinity Carleson condition to solve the L^p Dirichlet problem".
Maxwell Institute Analysis, conference, Edinburgh, 2024

"On a mixed L^1-L^infinity Carleson condition on partial_t A".
Problems in potential theory of nonlinear elliptic PDEs, conference, Essex, 2024

"The L^p Dirichlet Problem for Elliptic Operators with BMO Antisymmetric Part".
HAPDEGMT, conference, Bilbao, 2023

"Perturbation theory and the Carleson condition for the \(L^p\) Dirichlet boundary value problem".
DFG research group EDDy, seminar, Aachen, 2022

"The Dirichlet Problem for second order linear elliptic PDEs".
Maxwell PG Colloquium, student seminar, Edinburgh, 2022

"Solvability of the Dirichlet boundary value problem for elliptic second order PDEs".
ECRM2022, conference at UCL, London, 2022

"Perturbation Theory for the L^p Dirichlet Problem".
Maxwell Institute Graduate School Mini-conference, Edinburgh, 2021