Project Details
Description
Singular phenomena arise naturally in a large number of different areas of mathematics and science. This project will develop analytical methods to investigate the partial differential equations used to model singular phenomena from physics, mathematical biology and other applied sciences. These methods will advance knowledge of the qualitative properties of the solutions and build bridges to other fields of mathematics. The ensuing progress will assist researchers from applied mathematics to resolve existence, uniqueness, stability or multiplicity issues for various classes of singular problems. The outcomes hold significance in various fields such as population dynamics, Riemannian geometry and mathematical physics.
Status | Finished |
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Effective start/end date | 10/04/05 → 9/04/09 |
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