In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation diagram and the corresponding experimental stability map of an optically injected semiconductor laser over a large range of relevant injection parameter values. The bifurcation diagram encompasses both local and global bifurcations mapping out regions of regular, chaotic and multistable behavior in considerable detail
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
We use advanced techniques from bifurcation theory to examine the dynamics of single-mode semiconduc...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
We demonstrate unprecedented agreement between a theoretical two-dimensional bifurcation diagram and...
We demonstrate unprecedented agreement between a theoretical two-dimensional bifurcation diagram and...
We demonstrate unprecedented agreement between a theoretical two-dimensional bifurcation diagram and...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
We use advanced techniques from bifurcation theory to examine the dynamics of single-mode semiconduc...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
We use advanced techniques from bifurcation theory to examine the dynamics of single-mode semiconduc...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
In this paper unprecedented agreement is reported between a theoretical two-dimensional bifurcation ...
We demonstrate unprecedented agreement between a theoretical two-dimensional bifurcation diagram and...
We demonstrate unprecedented agreement between a theoretical two-dimensional bifurcation diagram and...
We demonstrate unprecedented agreement between a theoretical two-dimensional bifurcation diagram and...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
We use advanced techniques from bifurcation theory to examine the dynamics of single-mode semiconduc...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...
We use advanced techniques from bifurcation theory to examine the dynamics of single-mode semiconduc...
This report presents a modern approach to the theoretical and experimental study of complex nonlinea...