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Groisman, Pablo - Departamento de Matemática, Universidad de Buenos Aires
OPTIMIZATION OF THE FIRST STEKLOV EIGENVALUE IN DOMAINS WITH HOLES: A SHAPE DERIVATIVE APPROACH
Problems with a nonlinear source The heat equation with a source in one space
TIMESPACE WHITE NOISE ELIMINATES GLOBAL SOLUTIONS IN REACTION DIFFUSION EQUATIONS
NUMERICAL ANALYSIS OF STOCHASTIC DIFFERENTIAL EQUATIONS WITH EXPLOSIONS
TOTALLY DISCRETE EXPLICIT AND SEMI-IMPLICIT EULER METHODS FOR A BLOW-UP PROBLEM IN SEVERAL SPACE
FULLY DISCRETE ADAPTIVE METHODS FOR A BLOW-UP PROBLEM
DEPENDENCE OF THE BLOW-UP TIME WITH RESPECT TO PARAMETERS AND NUMERICAL
ON THE DEPENDENCE OF THE BLOW-UP TIME WITH RESPECT TO THE INITIAL DATA IN A
SIMULTANEOUS VS. NON-SIMULTANEOUS BLOW-UP IN NUMERICAL APPROXIMATIONS OF A PARABOLIC SYSTEM
NUMERICAL APPROXIMATION OF A PARABOLIC PROBLEM WITH A NONLINEAR BOUNDARY CONDITION IN SEVERAL
ON NUMERICAL BLOW-UP SETS JULIAN FERNANDEZ BONDER, PABLO GROISMAN, AND JULIO D. ROSSI
Asymptotic behaviour for a numerical approximation of a parabolic problem
Introduction Explosions in evolution problems Numerical approximations Adaptive numerical scheme Stochastic Differential Equations with explosions
Buenos Aires, Argentina -25 al 29 de Julio de 2005 Explosiones en Ecuaciones Diferenciales
Introduction Explosions in evolution problems The explosion time Stochastic Differential Equations with explosions
Optimization of the first Steklov eigenvalue in domains with holes.
A TAILORMADE NONPARAMETRIC DENSITY ESTIMATE DANIEL CARANDO, RICARDO FRAIMAN, AND PABLO GROISMAN
Continuity of the blow-up time and numerical approximations for
N X = (Xt, t I)
When? Continuity of the blow-up time and order of convergence
Aproximaciones numericas para problemas con blow-up. Pablo Groisman
Practica 1 Espacios de probabilidad-Variables Aleatorias-Independencia
UNIVERSIDAD DE BUENOS AIRES Facultad de Ciencias Exactas y Naturales
A Robust Clustering Method for Detection of Abnormal Situations in a Process with Multiple Steady-State Operation Modes
Numerical blow-up for the porous medium equation with a source
A tailor made nonparametric density estimate Daniel Carando 1, Ricardo Fraiman 2 and Pablo Groisman 1
Problems with nonlinear boundary Nonlinearities at the boundary
Numerical blow-up for a nonlinear problem with a nonlinear boundary condition
ADAPTIVE NUMERICAL SCHEMES FOR A PARABOLIC PROBLEM WITH BLOW-UP
White noise perturbation of a reaction-diffusion equation with explosions
Numerical approximation of SDE with explosions.
Trato hecho y otros juegos Semana de la Matematica
Para que sirven las urnas y las bolitas? Pablo Groisman
Bolitas en urnas, paseos al azarBolitas en urnas, paseos al azar y el comportamientoy el comportamiento
El efecto mariposa la certeza de no saber y la predecibilidad
