Participantes
DIRECCIÓN
Alejandro Melle Hernández
Catedrático de la Universidad Complutense de Madrid
SECRETARÍA
Carlos Galindo Pastor
Profesor Titular de la Universitat Jaume I de Castellón
PARTICIPANTES
Juan Manuel Burgos
CONACYT Researcher
Félix Delgado de la Mata
Universidad de Valladolid
Sabir Gusein-Zade
Lomonosov Moscow State University
Edwin León Cardenal
Centro de Investigación en Matemáticas, CONACYT
Francisco José Monserrat Delpalillo
Universidad Politécnica de Valencia
Julio José Moyano Fernández
Universitat Jaume I de Castelló
Christopher Sinclair
University of Oregon
Willem Veys
University of Leuven (KU Leuven)
Wilson Álvaro Zúñiga Galindo
Centro de Investigación y de Estudios Avanzados del Instituto Politécnico Nacional
Programa
Lunes, 24 Junio 2019
10:15
Introduction to motivic Poincaré series (I)
Sabir Gusein-Zade
11:30
Coordination-Exercise Session (I)
Julio José Moyano Fernández
12:00
Introduction to the singularities of plane curves (I)
Francisco José Monserrat Delpalillo
15:30
Introduction to p-adic analysis (I)
Wilson Álvaro Zúñiga Galindo
16:30
Introduction to motivic Poincaré series (II)
Sabir Gusein-Zade
Martes, 25 Junio 2019
09:30
Introduction to motivic Poincaré series (III)
Sabir Gusein-Zade
11:00
Coordination-Exercise Session (II)
Julio José Moyano Fernández
11:30
Introduction to p-adic analysis (II)
Wilson Álvaro Zúñiga Galindo
12:30
Introduction to motivic Poincaré series (IV)
Sabir Gusein-Zade
15:30
Introduction to local zeta functions (I)
Willem Veys
16:30
Introduction to the singularities of plane curves (II)
Francisco José Monserrat Delpalillo
Miércoles, 26 Junio 2019
09:30
Introduction to the singularities of plane curves (III)
Francisco José Monserrat Delpalillo
11:00
Coordination-Exercise Session (III)
Julio José Moyano Fernández
11:30
Introduction to p-adic analysis (III)
Wilson Álvaro Zúñiga Galindo
12:30
Introduction to the singularities of plane curves (IV)
Francisco José Monserrat Delpalillo
15:30
Poincaré series and topology
Félix Delgado de la Mata
16:15
On Archimedean zeta functions and Newton polyhedra
Edwin León Cardenal
Jueves, 27 Junio 2019
09:30
Introduction to p-adic analysis (IV)
Wilson Álvaro Zúñiga Galindo
11:00
Coordination-Exercise Session (IV)
Julio José Moyano Fernández
11:30
Introduction to local zeta functions (II)
Willem Veys
15:30
Introduction to local zeta functions (III)
Willem Veys
16:30
A tour on p-adic string theory
Juan Manuel Burgos
17:15
p-adic electrostatics
Christopher Sinclair
Viernes, 28 Junio 2019
09:30
Introduction to p-adic analysis (V)
Wilson Álvaro Zúñiga Galindo
10:30
Coordination-Exercise Session (V)
Julio José Moyano Fernández
11:30
Introduction to local zeta functions (IV)
Willem Veys
Sin fecha definida
Coordination-Exercise Session (I)
Introduction to the singularities of plane curves (I)
Introduction to p-adic analysis (I)
Introduction to motivic Poincaré series (II)
Introduction to motivic Poincaré series (III)
Coordination-Exercise Session (II)
Introduction to p-adic analysis (II)
Introduction to motivic Poincaré series (IV)
Introduction to local zeta functions (I)
Introduction to the singularities of plane curves (II)
Introduction to the singularities of plane curves (III)
Coordination-Exercise Session (III)
Introduction to p-adic analysis (III)
Introduction to the singularities of plane curves (IV)
Poincaré series and topology
On Archimedean zeta functions and Newton polyhedra
Introduction to p-adic analysis (IV)
Coordination-Exercise Session (IV)
Introduction to local zeta functions (II)
Introduction to local zeta functions (III)
A tour on p-adic string theory
Introduction to p-adic analysis (V)
Coordination-Exercise Session (V)
Introduction to local zeta functions (IV)
Introduction to motivic Poincaré series (I)