Presentation Title

P-39 A general non-linear second order system of partial differential equations with homogemeous boundary conditions and applications

Presenter Information

Joon H. Kang, Andrews University

Presenter Status

Professor of Mathematics, Department of Mathematics

Preferred Session

Poster Session

Start Date

30-10-2015 2:00 PM

End Date

30-10-2015 3:00 PM

Presentation Abstract

We study mathematical conditions to guarantee the existence of positive solutions to a general non-linear second order system of partial differential equations with homogemeous boundary conditions.

This result may apply to illustrate biological conditions under which species of animals residing in the same environment can peacefully coexist forever.

This document is currently not available here.

Share

COinS
 
Oct 30th, 2:00 PM Oct 30th, 3:00 PM

P-39 A general non-linear second order system of partial differential equations with homogemeous boundary conditions and applications

We study mathematical conditions to guarantee the existence of positive solutions to a general non-linear second order system of partial differential equations with homogemeous boundary conditions.

This result may apply to illustrate biological conditions under which species of animals residing in the same environment can peacefully coexist forever.