INVESTIGADORES
FLORES Guillermo Javier
congresos y reuniones científicas
Título:
Mean value properties, maximum principles and Harnack theorems for the solutions of the Hermite and the Ornstein-Ulhembeck heat equations
Autor/es:
FLORES GUILLERMO JAVIER; GARRIGÓS, GUSTAVO
Lugar:
Rio de Janeiro
Reunión:
Congreso; International Congress of Mathematicians; 2018
Institución organizadora:
International Mathematical Union (IMU)
Resumen:
We obtain explicit mean value formulas for the solutions of the diffusion equations associated with the Ornstein?Uhlenbeck and Hermite operators. From these, we derive various useful properties, such as maximum principles, uniqueness theorems and Harnack-type inequalities.
