DOIAbstract
The paper provides the tables of the critical behaviours at x=0,1,infinity, for the Painleve' 6 functions. The connection formulae for the basic solutions are also provided, in parametric form
The paper provides the tables of the critical behaviours at x=0,1,infinity, for the Painleve' 6 functions. The connection formulae for the basic solutions are also provided, in parametric form
In a recent paper [1], we classified the critical behaviour of solutions of the discrete Painleve eq...
In a recent paper [1], we classified the critical behaviour of solutions of the discrete Painleve eq...
We study the general sixth Painleve ́ equation, develop, and justify the existence of several groups...
For the Painleve' 6 transcendents, we provide a unitary description of the critical behaviours, th...
The matching procedure is a constructive way of using the isomonodromy deformation method, ...
In the framework of the isomonodromy deformation method, we present a constructive procedure to obt...
In the framework of the isomonodromy deformation method, we present a constructive procedure to obt...
We find a class of solutions of the sixth Painlevé equation corresponding to almost all the monodrom...
In this paper we find a class of solutions of the sixth Painlevé equation appearing in the theory o...
The critical behavior of a three real parameter class of solutions of the sixth Painlev´e equation ...
In this paper we find a class of solutions of the sixth Painlevé equation appearing in the theory o...
Abstract: We obtain all asymptotic expansions of solutions to the sixth Painlev'e equation...
Abstract: Here are the history of origin of the problem, short review of works, formulatin...
Abstract: By means of Power Geometry, shortly described in §1, in the generic case we comp...
Consider the sixth Painleve equation (VI) $y^{¥prime¥prime}=¥frac{1}{2}(¥frac{1}{y}+¥frac{1}{y-1}+¥f...
In a recent paper [1], we classified the critical behaviour of solutions of the discrete Painleve eq...
In a recent paper [1], we classified the critical behaviour of solutions of the discrete Painleve eq...
We study the general sixth Painleve ́ equation, develop, and justify the existence of several groups...
For the Painleve' 6 transcendents, we provide a unitary description of the critical behaviours, th...
The matching procedure is a constructive way of using the isomonodromy deformation method, ...
In the framework of the isomonodromy deformation method, we present a constructive procedure to obt...
In the framework of the isomonodromy deformation method, we present a constructive procedure to obt...
We find a class of solutions of the sixth Painlevé equation corresponding to almost all the monodrom...
In this paper we find a class of solutions of the sixth Painlevé equation appearing in the theory o...
The critical behavior of a three real parameter class of solutions of the sixth Painlev´e equation ...
In this paper we find a class of solutions of the sixth Painlevé equation appearing in the theory o...
Abstract: We obtain all asymptotic expansions of solutions to the sixth Painlev'e equation...
Abstract: Here are the history of origin of the problem, short review of works, formulatin...
Abstract: By means of Power Geometry, shortly described in §1, in the generic case we comp...
Consider the sixth Painleve equation (VI) $y^{¥prime¥prime}=¥frac{1}{2}(¥frac{1}{y}+¥frac{1}{y-1}+¥f...
In a recent paper [1], we classified the critical behaviour of solutions of the discrete Painleve eq...
In a recent paper [1], we classified the critical behaviour of solutions of the discrete Painleve eq...
We study the general sixth Painleve ́ equation, develop, and justify the existence of several groups...
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