AbstractWe present results on special solutions of discrete Painlevé equations. These solutions exist only when one constraint among the parameters of the equation is satisfied and are obtained through the solutions of linear second-order (discrete) equations. These linear equations define the discrete analogues of special functions
Discrete Painlevé equations are nonlinear difference equations, which arise from translations on cry...
International audienceWe derive systematically the canonical forms of the Quispel–Roberts–Thompson (...
AbstractThis article is a survey on recent studies on special solutions of the discrete Painlevé equ...
AbstractWe present results on special solutions of discrete Painlevé equations. These solutions exis...
AbstractIn this paper, we present a review of the special solutions of discrete (difference) and q-d...
AbstractIn this paper, we present a review of the special solutions of discrete (difference) and q-d...
AbstractThis article is a survey on recent studies on special solutions of the discrete Painlevé equ...
Transformation properties of discrete Painlevé equations are investigated by using an algorithmic me...
AbstractDiscrete analogues of the Painlevé equations have recently been derived using either a metho...
Littlewood reported in his preface to Hardy’s "Divergent Series” that Abel said divergent series wer...
Littlewood reported in his preface to Hardy’s "Divergent Series” that Abel said divergent series wer...
The six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painlevéand h...
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
AbstractThe question of integrability of discrete systems is analyzed in the light of the recent fin...
There are many discrete analog of the Painleve dierential equations. A classication of discrete Pain...
Discrete Painlevé equations are nonlinear difference equations, which arise from translations on cry...
International audienceWe derive systematically the canonical forms of the Quispel–Roberts–Thompson (...
AbstractThis article is a survey on recent studies on special solutions of the discrete Painlevé equ...
AbstractWe present results on special solutions of discrete Painlevé equations. These solutions exis...
AbstractIn this paper, we present a review of the special solutions of discrete (difference) and q-d...
AbstractIn this paper, we present a review of the special solutions of discrete (difference) and q-d...
AbstractThis article is a survey on recent studies on special solutions of the discrete Painlevé equ...
Transformation properties of discrete Painlevé equations are investigated by using an algorithmic me...
AbstractDiscrete analogues of the Painlevé equations have recently been derived using either a metho...
Littlewood reported in his preface to Hardy’s "Divergent Series” that Abel said divergent series wer...
Littlewood reported in his preface to Hardy’s "Divergent Series” that Abel said divergent series wer...
The six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painlevéand h...
AbstractThe six Painlevé equations (PI–PVI) were first discovered about a hundred years ago by Painl...
AbstractThe question of integrability of discrete systems is analyzed in the light of the recent fin...
There are many discrete analog of the Painleve dierential equations. A classication of discrete Pain...
Discrete Painlevé equations are nonlinear difference equations, which arise from translations on cry...
International audienceWe derive systematically the canonical forms of the Quispel–Roberts–Thompson (...
AbstractThis article is a survey on recent studies on special solutions of the discrete Painlevé equ...
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