This course introduces complex analysis, integral transforms, differential equations, boundary-value problems, and special functions, providing essential mathematical methods for analyzing waves, heat transfer, potential fields, and a broad range of problems in mathematical physics.
This master’s course introduces the fundamental principles of nonlinear light–matter interactions, covering nonlinear polarization, wave propagation, phase matching, frequency conversion, intensity-dependent refractive effects, nonlinear material responses, optical solitons, and stimulated scattering.
This doctoral course develops advanced understanding of nonlinear light–matter interactions, covering nonlinear polarization, frequency conversion, Kerr nonlinearities, self-focusing, self-phase modulation, optical solitons, stimulated scattering, and related phenomena in nonlinear optical systems.
