List of presentations:
Moulay Barkatou:
Symbolic methods for solving systems of linear ordinary differential equations
Marco Bertola:
Orthogonal polynomials for the quartic potential: a case study for phases and Painlevé I and II transitions
Sergio Carrillo:
Tauberian properties for monomial asymptotic expansions
Ovidiu Costin:
The quasi-solution method of global analysis of ODEs
Rodica Costin:
Weber equation as a normal form with applications
Alexandre Eremenko:
Real solutions of Painlevé VI
Galina Filipuk:
Meromorphic solutions of P4,34 and their value distribution
Calum Horrobin:
Stokes' phenomenon arising from colliding poles in the confluence from PVI to PV
Javier Jiménez-Garrido:
Extension to a sector of asymptotic expansions in a direction with strongly regular constraints
Oleg Lisovyy:
Painlevé functions, Fredholm determinants and combinatorics
Grzegorz Lysik:
Mean values and heat type equations
Davide Masoero:
Rational solutions of Painlevé IV
Alexander Minakov:
Modulated elliptic wave and a train of asymptotic solitons in a vicinity of the leading edge for MKdV
Bozena Podhajecka:
The Stokes phenomenon for certain partial differential equations
Julien Roussillon:
Connection problem for Painlevé I isomonodromic tau function
Javier Sanz:
Injectivity and surjectivity of the asymptotic Borel map in classes with log-convex constraints
Yoshitsugu Takei:
Stokes geometry of higher order ODEs and middle convolution
Federico Zullo:
Properties of the series solutions for Painlevé equations