Topological Methods for Boundary Value Problems
This session will concentrate on the use of topological
methods in the study of various boundary value problems. This will include using
degree theory and fixed point index theory to establish existence and
multiplicity of positive solutions. For more information please click
here.
Organizers:
List of Confirmed Invited Speakers:
- Bevan Thompson, University of
Queensland, AU (to be confirmed)
- Gennaro Infante, University
of Glasgow, UK
- Casey T. Cremins, University of
Maryland, USA
- Wenying Feng, Trent University,
CA
- Bryan Rynne, Heriot-Watt
University, UK (to be confirmed)
- Gheorghe Isac, Royal Military
College of Canada, CA
- Zhijun Zhang, Yantai
University, P.R. China
- Allan C. Peterson,
University of Nebraska-Lincoln, USA
- R. Shivaji, Mississippi
State University , USA
- John Baxley, Wake
Forest University, USA
- Santiago Cano
Casanova , Universidad Pontificia Comillas de Madrid, Spain
- Ruyun Ma, Northwest Normal
University, P. R. China
- Zhaoli Liu,
Giessen University, Germany
- Joshua Du, Kennesaw University, USA