April 4, 2024
11:30AM - 12:30PM
Smith Lab 2180
Add to Calendar
2024-04-04 11:30:00
2024-04-04 12:30:00
Modular uniform convexity structures and application to boundary value problems
Title: Modular uniform convexity structures and application to boundary value problemsSpeaker: Osvaldo Mendez (University of Texas El Paso)Speaker's URL: https://hb2504.utep.edu/Home/Profile?username=osmendezAbstract: Since the publication of the seminal paper by Clarkson (1936), uniform convexity has been a concept historically associated to a norm. In this talk, a class of boundary value problems will be introduced (and solved) whose understanding requires the consideration of uniform convexity in a far more general setting. Open problems will be discussed.URL associated with Seminar: https://u.osu.edu/aots/
Smith Lab 2180
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
public
Date Range
Add to Calendar
2024-04-04 11:30:00
2024-04-04 12:30:00
Modular uniform convexity structures and application to boundary value problems
Title: Modular uniform convexity structures and application to boundary value problemsSpeaker: Osvaldo Mendez (University of Texas El Paso)Speaker's URL: https://hb2504.utep.edu/Home/Profile?username=osmendezAbstract: Since the publication of the seminal paper by Clarkson (1936), uniform convexity has been a concept historically associated to a norm. In this talk, a class of boundary value problems will be introduced (and solved) whose understanding requires the consideration of uniform convexity in a far more general setting. Open problems will be discussed.URL associated with Seminar: https://u.osu.edu/aots/
Smith Lab 2180
Department of Mathematics
math@osu.edu
America/New_York
public
Title: Modular uniform convexity structures and application to boundary value problems
Speaker: Osvaldo Mendez (University of Texas El Paso)
Speaker's URL: https://hb2504.utep.edu/Home/Profile?username=osmendez
Abstract: Since the publication of the seminal paper by Clarkson (1936), uniform convexity has been a concept historically associated to a norm. In this talk, a class of boundary value problems will be introduced (and solved) whose understanding requires the consideration of uniform convexity in a far more general setting. Open problems will be discussed.
URL associated with Seminar: https://u.osu.edu/aots/
