sYMPOSIUM #7: Symmetries and Conservation Laws for Nonlinear Partial Differential Equations with Applications

Stephen Anco¹,Maria Santos Bruzón², Maria Luz Gandarias²

¹Department of Mathematics and Statistics Brock University, St. Catharina On l2s3a1, Canada

²Department of Mathematics, University of Cadiz, Puerto Real, Spain

Description:

Many real world problems which arise in various scientific fields such as economics, biology, physics, fluid dynamics, and engineering are modelled by physically and mathematically interesting nonlinear differential partial equations (PDEs). For studying exact properties of such equations, symmetries and conservation laws are powerful tools that can provide explicit solutions, conserved quantities, transformations to simpler equations, tests of numerical schemes, and more.
The aim of this special session will be to report on recent developments in symmetry analysis and conservation law analysis with applications to nonlinear PDEs of physical interest. High-quality presentations that contain original research results are encouraged.