Exact analytic results are presented that give a general solution for a pair of solitary waves which can propagate through a three- and a five-level system with their shapes invariant. These solitary waves vary widely in shape and form: from ones for which the pulses have similar shape to ones which have very different but \u27\u27complementary\u27\u27 shapes. A general type of solitary-wave pair which is insensitive to small perturbations is identified
Systems of solitary waves in the one-dimensional Gross-Pitaevskii equation, which models a trapped a...
In this paper, we study the competition of the linear and nonlinear lattices and its effects on the ...
In this paper, we study the competition of the linear and nonlinear lattices and its effects on the ...
Exact analytic results are presented that give a general solution for a pair of solitary waves which...
Adiabatically shape-preserving-wave and solitary-wave solutions for five-level atomic systems are pr...
The study investigates the soliton-pair propagation in an optical dense three-level atomic media whe...
The study investigates the soliton-pair propagation in an optical dense three-level atomic media whe...
The study investigates the soliton-pair propagation in an optical dense three-level atomic media whe...
Exact analytic results are presented that represent a pair of solitary waves that can propagate thro...
We study stable propagation of multiple shape-preserving optical pulses in an inhomogeneously broade...
International audienceWe prove the existence of a new type of solutions to a nonlinear Schrödinger s...
We present first ever analytical solutions for shape-preserving pulses in a Kerr nonlinear two-mode ...
We demonstrate that, in contrast with what was previously believed, multihump solitary waves can be ...
We demonstrate that, in contrast with what was previously believed, multihump solitary waves can be ...
We demonstrate that, in contrast with what was previously believed, multihump solitary waves can be ...
Systems of solitary waves in the one-dimensional Gross-Pitaevskii equation, which models a trapped a...
In this paper, we study the competition of the linear and nonlinear lattices and its effects on the ...
In this paper, we study the competition of the linear and nonlinear lattices and its effects on the ...
Exact analytic results are presented that give a general solution for a pair of solitary waves which...
Adiabatically shape-preserving-wave and solitary-wave solutions for five-level atomic systems are pr...
The study investigates the soliton-pair propagation in an optical dense three-level atomic media whe...
The study investigates the soliton-pair propagation in an optical dense three-level atomic media whe...
The study investigates the soliton-pair propagation in an optical dense three-level atomic media whe...
Exact analytic results are presented that represent a pair of solitary waves that can propagate thro...
We study stable propagation of multiple shape-preserving optical pulses in an inhomogeneously broade...
International audienceWe prove the existence of a new type of solutions to a nonlinear Schrödinger s...
We present first ever analytical solutions for shape-preserving pulses in a Kerr nonlinear two-mode ...
We demonstrate that, in contrast with what was previously believed, multihump solitary waves can be ...
We demonstrate that, in contrast with what was previously believed, multihump solitary waves can be ...
We demonstrate that, in contrast with what was previously believed, multihump solitary waves can be ...
Systems of solitary waves in the one-dimensional Gross-Pitaevskii equation, which models a trapped a...
In this paper, we study the competition of the linear and nonlinear lattices and its effects on the ...
In this paper, we study the competition of the linear and nonlinear lattices and its effects on the ...