Calendar of Events
S Sun
M Mon
T Tue
W Wed
T Thu
F Fri
S Sat
0 events,
0 events,
0 events,
0 events,
1 event,
Applied Math Seminar – Vishesh Vikas (University of Alabama)
Applied Math Seminar – Vishesh Vikas (University of Alabama)
Title: Applied Mathematics for Soft Robotics Abstract: Soft materials are a bulk or composite collection of matter that undergoes deformations of similar or greater magnitude than the deformation of the environment, either plastically or elastically, within the force regime applied by its environment. For roboticists, soft materials can withstand impacts, are elastic and highly deformable,
0 events,
0 events,
0 events,
0 events,
0 events,
0 events,
1 event,
0 events,
0 events,
0 events,
0 events,
0 events,
1 event,
Association of Women in Mathematics President Ami Radunskaya
Association of Women in Mathematics President Ami Radunskaya
Ami's talk will include her extraordinary career journey. We will learn how she undertook the task of encouraging and inspiring women and girls to study and have active careers in mathematical sciences. She will also discuss her research in mathematical modeling of tumor growth and treatment, dynamical systems and analysis of non-linear models of
0 events,
0 events,
0 events,
1 event,
Colloquium – Maria Laura delle Monache (Inria Grenoble – Rhône Alpes)
Colloquium – Maria Laura delle Monache (Inria Grenoble – Rhône Alpes)
Topic: Control of traffic flow: from ramp metering to autonomous vehicles Abstract: In this talk, we will consider different control frameworks for traffic flow. In particular, we will show the evolution of traffic control from classical strategies (for example ramp-metering) to more modern approaches using autonomous vehicles. We will introduce different ways to describe mathematically
0 events,
0 events,
1 event,
Analysis Seminar – Bingyuan Liu (University of California, Riverside) Geometry of the @-Neumann problem and the D{F index
Analysis Seminar – Bingyuan Liu (University of California, Riverside) Geometry of the @-Neumann problem and the D{F index
Abstract. We shall rst introduce the classical works of Hormander and Kohn on the L2 estimates of the @(-Neumann) problem on bounded domains and then describe applications in complex geometry. It turns out that the boundary geometry plays the fundamental role in the Sobolev estimates of the @ solution. The Diederich{Fornss index is the geometric invariant which predicts the estimates.