XV Symposium of Probability and Stochastic Processes

noviembre 10 @ 8:00 am - noviembre 14 @ 5:00 pm
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Resumen

The Symposium on Probability and Stochastic Processes was first held in 1988 at CIMAT. Over the years, it has successfully fulfilled its main objective: fostering the exchange of ideas and discussions on state-of-the-art developments in the field. The symposium has brought together national and international researchers, as well as graduate students, and has played a crucial role in advancing Probability Theory in Mexico. These exchanges have led to long-term collaborations, including joint research articles, graduate studies of Mexican students with both national and international researchers, lecture notes for courses, and volumes of contributed papers.

As in its previous editions, the program will be composed of courses given by leaders in the area, plenary talks on various toplcs at the forefront of probability and thematic sessions in strategic areas of development for probability in Mexico.

All those interested are cordially invited to attend the courses and lectures of the symposium. Students are particularly invited to participate in the different activities of the symposium.

THEMATIC SESSIONS AND ORGANIZERS

  • POPULATION GENETICS – Adrian Gonzalez
    Casanova, ASU, USA
  • INFORMATION THEORY – James Melbourne, CIMAT, Mexico
  • STOCHASTIC DIFFERENTIAL EQUATIONS – Liliana Peralta Hernández, Facultad de Ciencias, UNAM, Mexico
  • RANDOM MATRICES, GRAPHS, AND COMBINATORICS – Marco Tulio Gaxiola Leyva, UAS, Mexico
  • STOCHASTIC CONTROL THEORY – Oscar Vega Amaya, UniSon, Mexico

Más información: simposioppe.unison.mx/default.php | simposio.probabilidad@unison.mx

Registro abierto hasta el 30 de septiembre, costo: 3,000 pesos.

Detalles

Comienza:
noviembre 10 @ 8:00 am
Finaliza:
noviembre 14 @ 5:00 pm
Categoría del Evento:
Evento etiquetas:
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Organizador

Departamento de Probabilidad y Estadistica

Lugar

Universidad de Sonora
Blvd. Luis Encinas J, Calle Av. Rosales &, Centro, 83000 Hermosillo, Son.
Hermosillo, Sonora
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