Conservative Solitons and Reversibility in Time-Delayed models for Optical Micro-Cavities

Abstract

We are interested in the dynamics of dispersive temporal pulses in optical micro-cavities. Our work is set within the framework of time-delayed systems. While time-delayed systems are usually considered devoid of the essential dispersive effects, recently it was showed that controllable dispersion may appear naturally in models involving delayed algebraic equations (DAEs) [1, 2, 3].