Minisymposia > MS7

MS7 Free Boundary Problems and Related PDEs: Eun Heui Kim (Long Beach, California), Konstantina Trivisa(College Park, Maryland)

Speakers:

Hantaek Bae (Ulsan National Institute of Science and Technology, South Korea)
Myoungjean Bae (PosTech, Pohang, South Korea)
James von Brecht (California State University, Long Beach)
Donatella Donatelli (Università degli Studi dell'Aquila, Italy)
Seung-Yeal Ha (Seoul National University)
John Hunter (University of California, Davis)
Scott McCalla (Montana State University)
Antoine Mellet (University of Maryland)
Benoit Perthame (Université Pierre et Marie Curie Paris 6)
Denis Serre (Ecole Normale Supérieure de Lyon)
Konstantina Trivisa (University of Maryland)
Charis Tsikkou (West Virginia University, Morgantown)

MS7-1 : Free Boundary Problems and Related PDEs

Monday 14:00-16:00 (Amphi 1 - Déambulatoire building)

Chairperson: Eun Heui Kim

James Von Brecht : Co-dimension One Self-Assembly
Hantaek Bae : Global Existence of weak solutions for some transport equations with nonlocal velocity fields
Charis Tsikkou : Analysis of 2+1 Diffusive-Dispersive PDE Arising in River Braiding
Antoine Mellet : Some free boundary problems for moving drops: Existence and homogenization.

MS7-2 : Free Boundary Problems and Related PDEs

Monday 16:30-18:30 (Amphi 1 - Déambulatoire building)

Chairperson: Konstantina Trivisa

Denis Serre : Expansion of an isentropic gas into vacuum
Myoungjean Bae : Global existence of weak shocks past a solid ramp
Donatella Donatelli : Existence of solutions for nonlinear models for tumor growth.
Benoit Perthame : The Hele-Shaw free-boundary asymptotics for fluid models of tumor growth

MS7-3 : Free Boundary Problems and Related PDEs

Tuesday 16:30-18:30 (Amphi 2 - Déambulatoire building)

Chairperson: Eun Heui Kim

John Hunter : Nonlocal equations for nonlinear electromagnetic surface waves
Seung Yeal Ha : Emergent behaviors of Cucker-Smale flocking particles
Scott Mccalla : Spots in the Swift--Hohenberg Equation
Konstantina Trivisa : On a mechanical model for tumor growth

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