The algorithmic method introduced by Fokas and Ablowitz to investigate the transformation properties of Painlevé equations is used to obtain one-to-one correspondence between the Painlevé IV, V and VI equations and the second-order second-degree equations of Painlevé type
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
Cataloged from PDF version of article.Transformation properties of discrete Painleve´ equations are ...
The second Painleve hierarchy is a sequence of non-linear differential equations that have the secon...
The algorithmic method introduced by Fokas and Ablowitz to investigate the transformation properties...
One-to-one correspondence between the Painlevé I-VI equations and certain second-order second-degree...
Cataloged from PDF version of article.One-to-one correspondence between the Painlevé I-VI equations ...
Starting from the first Painlevé equation, Painlevé type equations of higher order are obtained by u...
The first-order second-degree equations satisfying the Fuchs theorem concerning the absence of movab...
Transformations that involve a Fuchsian-type equation are used to obtain one-to-one correspondence b...
The six Painleve equations (PI–PVI) were first discovered about a hundred years ago by Painleve and ...
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
The explicit form of the Schlesinger transformations for the second, third, fourth, and fifth Painle...
The six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painlevéand h...
The Painlevé equations are second order differential equations, which were first studied more than 1...
Ankara : Department of Mathematics and Institute of Engineering and Sciences, Bilkent Univ., 1993.Th...
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
Cataloged from PDF version of article.Transformation properties of discrete Painleve´ equations are ...
The second Painleve hierarchy is a sequence of non-linear differential equations that have the secon...
The algorithmic method introduced by Fokas and Ablowitz to investigate the transformation properties...
One-to-one correspondence between the Painlevé I-VI equations and certain second-order second-degree...
Cataloged from PDF version of article.One-to-one correspondence between the Painlevé I-VI equations ...
Starting from the first Painlevé equation, Painlevé type equations of higher order are obtained by u...
The first-order second-degree equations satisfying the Fuchs theorem concerning the absence of movab...
Transformations that involve a Fuchsian-type equation are used to obtain one-to-one correspondence b...
The six Painleve equations (PI–PVI) were first discovered about a hundred years ago by Painleve and ...
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
The explicit form of the Schlesinger transformations for the second, third, fourth, and fifth Painle...
The six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painlevéand h...
The Painlevé equations are second order differential equations, which were first studied more than 1...
Ankara : Department of Mathematics and Institute of Engineering and Sciences, Bilkent Univ., 1993.Th...
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
Cataloged from PDF version of article.Transformation properties of discrete Painleve´ equations are ...
The second Painleve hierarchy is a sequence of non-linear differential equations that have the secon...
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