Add to ORKGThe multiplicity of stationary solutions in the form of both stable and unstable solitons in the fiber lasers was analyzed. Complex cubic-quintic Ginzburg-Landau equation was used for the investigation. A multiplicity of solutions was found and their stability properties were studied which revealed new striking features in correlation to unstable soliton dynamics
The complex Ginzburg-Landau equation (CGLE) is a standard model for pulse generation in mode-locked ...
What can be the outcome of the interaction between a dissipative soliton pair and a soliton singlet...
The study of the propagation of light is a fascinating fields of research that is interesting in its...
We show that dissipative systems can have a multiplicity of stationary solutions in the form of both...
We show that the complex cubic-quintic Ginzburg-Landau equation has a multiplicity of soliton soluti...
Due to their compact structure, convenient collimation, flexible design, and improving pulse intensi...
Passively mode-locked fiber lasers due to their capability of generating ultrashort pulses, low cost...
International audienceWe investigate experimentally the soliton pattern formation in passively model...
This chapter gives a comprehensive review of collective soliton dynamics in passively mode-locked fi...
We investigated the modulational instability (MI) of symmetric and asymmetric continuous-wave (CW) s...
International audienceWe investigate experimentally ordered and disordered pattern formation of soli...
The Weiss, Tabor, Carnevale (WTC) formalism for expanding a solution about a complex pole is used to...
Abstract. The existence, formation and stability of solitons in a system of linearly coupled complex...
Research has shown that passively mode-locked fiber lasers produce chaotic output, which has caught ...
Separation into spectral and nonlinear complex-eigenvalue problems is shown to be an effective and f...
The complex Ginzburg-Landau equation (CGLE) is a standard model for pulse generation in mode-locked ...
What can be the outcome of the interaction between a dissipative soliton pair and a soliton singlet...
The study of the propagation of light is a fascinating fields of research that is interesting in its...
We show that dissipative systems can have a multiplicity of stationary solutions in the form of both...
We show that the complex cubic-quintic Ginzburg-Landau equation has a multiplicity of soliton soluti...
Due to their compact structure, convenient collimation, flexible design, and improving pulse intensi...
Passively mode-locked fiber lasers due to their capability of generating ultrashort pulses, low cost...
International audienceWe investigate experimentally the soliton pattern formation in passively model...
This chapter gives a comprehensive review of collective soliton dynamics in passively mode-locked fi...
We investigated the modulational instability (MI) of symmetric and asymmetric continuous-wave (CW) s...
International audienceWe investigate experimentally ordered and disordered pattern formation of soli...
The Weiss, Tabor, Carnevale (WTC) formalism for expanding a solution about a complex pole is used to...
Abstract. The existence, formation and stability of solitons in a system of linearly coupled complex...
Research has shown that passively mode-locked fiber lasers produce chaotic output, which has caught ...
Separation into spectral and nonlinear complex-eigenvalue problems is shown to be an effective and f...
The complex Ginzburg-Landau equation (CGLE) is a standard model for pulse generation in mode-locked ...
What can be the outcome of the interaction between a dissipative soliton pair and a soliton singlet...
The study of the propagation of light is a fascinating fields of research that is interesting in its...