Using analytical and topological methods to study dynamic phenomena that occur in curved spaces of arbitrary dimensions, then further developing symplectic topology, a theory on the border of physics and pure mathematics.
Using analytical and topological methods to study dynamic phenomena that occur in curved spaces of arbitrary dimensions, then further developing symplectic topology, a theory on the border of physics and pure mathematics.
RESEARCH RELEVANCE
The research will make it possible to develop the mathematical aspects of that which physicists call "superstring theory," which is today the best attempt to explain, in a unified theory, the fundamental forces of matter.