We point out how the Painlevé analysis of solutions of the generalized x-dependent modified Korteweg-de Vries equation systematically provides the integrability properties of the equation. The Lax pair, Bäcklund transformation and soliton solutions are constructed from the analysis
In this paper, Painleve analysis is used to test the Painleve integrability of a forced variable-...
AbstractKadomtsev–Petviashvili equations with variable coefficients can be used to characterize many...
Under investigation in this paper are two extended Korteweg-de Vries (eKdV) equations in fluids with...
There has been considerable interest in the study on the variable-coefficient nonlinear evolution eq...
A new integrable sixth-order nonlinear wave equation is discovered by means of the Painleve analysis...
The Painlevé (P-) analysis of a new integrable nonautonomous K-dV equation is performed and it is sh...
The Painlevé (P-) analysis of a new integrable nonautonomous K-dV equation is performed and it is sh...
In this paper, Painleve analysis is used to test the Painleve integrability of a forced variable-coe...
A recent procedure based on truncated Painlevé expansions is used to derive Lax Pairs, Darboux trans...
The general KdV equation (gKdV) derived by T. Chou is one of the famous (1 + 1) dimensional soliton ...
A recent procedure based on truncated Painleve expansions is used to derive Lax Pairs, Darboux trans...
We prove the existence of a Lax pair for the Calogero Korteweg-de Vries (CKdV) equation. Moreover, w...
Third order nonlinear evolution equations, that is the Korteweg–de Vries (KdV), modified Korteweg–de...
We present a technique based on extended Lax Pairs to derive variable-coefficient generalizations of...
We present a technique based on extended Lax Pairs to derive variable-coefficient generalizations of...
In this paper, Painleve analysis is used to test the Painleve integrability of a forced variable-...
AbstractKadomtsev–Petviashvili equations with variable coefficients can be used to characterize many...
Under investigation in this paper are two extended Korteweg-de Vries (eKdV) equations in fluids with...
There has been considerable interest in the study on the variable-coefficient nonlinear evolution eq...
A new integrable sixth-order nonlinear wave equation is discovered by means of the Painleve analysis...
The Painlevé (P-) analysis of a new integrable nonautonomous K-dV equation is performed and it is sh...
The Painlevé (P-) analysis of a new integrable nonautonomous K-dV equation is performed and it is sh...
In this paper, Painleve analysis is used to test the Painleve integrability of a forced variable-coe...
A recent procedure based on truncated Painlevé expansions is used to derive Lax Pairs, Darboux trans...
The general KdV equation (gKdV) derived by T. Chou is one of the famous (1 + 1) dimensional soliton ...
A recent procedure based on truncated Painleve expansions is used to derive Lax Pairs, Darboux trans...
We prove the existence of a Lax pair for the Calogero Korteweg-de Vries (CKdV) equation. Moreover, w...
Third order nonlinear evolution equations, that is the Korteweg–de Vries (KdV), modified Korteweg–de...
We present a technique based on extended Lax Pairs to derive variable-coefficient generalizations of...
We present a technique based on extended Lax Pairs to derive variable-coefficient generalizations of...
In this paper, Painleve analysis is used to test the Painleve integrability of a forced variable-...
AbstractKadomtsev–Petviashvili equations with variable coefficients can be used to characterize many...
Under investigation in this paper are two extended Korteweg-de Vries (eKdV) equations in fluids with...
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