A continuous geometry as a mathematical model for quantum mechanics
A discrete and finite approach to past physical reality.
A field equation defined by a Hurwitz pair
A gauge theoretical approach to space-time structures
Adiabatic Evolution of Coupled Waves for a Schrödinger-Korteweg-de Vries System
The effective dynamics of interacting waves for coupled Schrödinger-Korteweg-de Vries equations over a slowly varying random bottom is rigorously studied. One motivation for studying such a system is better understanding the unidirectional motion of interacting surface and internal waves for a fluid system that is formed of two immiscible layers. It was shown recently by Craig-Guyenne-Sulem [1] that in the regime where the internal wave has a large...
Algebraic Weyl system and application
Anomalous quantum transport in presence of self-similar spectra