Variable coefficients nonlinear evolution equations offer us with more real aspects in the
inhomogeneities of media and nonuniformities of boundaries than their counter constant …

We adopt a variational technique to study the dynamics of perturbed dissipative solitons
whose evolution is governed by a Ginzburg-Landau equation (GLE). As a specific example …

We theoretically investigate the dynamics and stability of a temporal cavity soliton (CS)
excited inside a silicon-based microresonator that exhibits free-carrier generation as a result …

In this work, the emergence of single-peak temporal dissipative solitons in singly-resonant
degenerate optical parametric oscillators is investigated analytically. Applying the …

Temporal cavity solitons (CSs) have been proposed to store the information in the form of
optical bits in a single-pump Kerr micro-resonator. However, such optical buffers (OBs) …

In this work, we investigate the influence of linear and nonlinear effects on the stability of
stationary solitons in the framework of the Complex Cubic–Quintic Ginzburg–Landau …

We report a detailed semianalytical treatment to investigate the dynamics of a single cavity
soliton (CS) and two copropagating CSs separately in a Kerr mediated passive optical fiber …

We present a theoretical model capable of describing the evolution of pulse parameters
when stimulated Raman scattering under continuous-wave pumping is employed for …

Competition between cross-phase modulation (XPM) interaction and Raman-induced red-
frequency shift is observed in the orthogonally polarized components (in the form of optical …

Understanding the intracavity field dynamics in passive microresonator systems has already
been intriguing. It becomes fascinating when the system is complex, such as a concentric …