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Grigorescu, Ilie - Department of Mathematics, University of Miami
SELF-DIFFUSION FOR BROWNIAN MOTIONS WITH LOCAL INTERACTION
BROWNIAN MOTION ON THE FIGURE EIGHT ILIE GRIGORESCU1
THE DOEBLIN CONDITION FOR A CLASS OF DIFFUSIONS WITH ILIE GRIGORESCU1
RECURRENCE AND ERGODICITY FOR A CONTINUOUS AIMD MODEL
STEADY STATE AND SCALING LIMIT FOR A TRAFFIC CONGESTION MODEL
TAGGED PARTICLE LIMIT FOR A FLEMING-VIOT TYPE SYSTEM ILIE GRIGORESCU AND MIN KANG
PATH COLLAPSE FOR MULTIDIMENSIONAL BROWNIAN MOTION WITH REBIRTH
Hydrodynamic Limit for a Fleming-Viot Type Ilie Grigorescu a,, Min Kang b
PATH COLLAPSE FOR AN INHOMOGENEOUS RANDOM WALK ILIE GRIGORESCU1
UNIQUENESS OF THE TAGGED PARTICLE PROCESS IN A SYSTEM WITH LOCAL INTERACTIONS
IMMORTAL PARTICLE FOR A CATALYTIC BRANCHING PROCESS ILIE GRIGORESCU1
OPTIMAL STRATEGY FOR THE VARDI CASINO WITH INTEREST ILIE GRIGORESCU, ROBERT CHEN, AND LARRY SHEPP
DIFFUSIVE SCALING LIMITS OF MUTUALLY INTERACTING PARTICLE SYSTEMS
ERGODIC PROPERTIES OF MULTIDIMENSIONAL BROWNIAN MOTION WITH REBIRTH
AN INFINITE DIMENSIONAL CENTRAL LIMIT THEOREM FOR CORRELATED MARTINGALES
LARGE DEVIATIONS FOR A CATALYTIC FLEMING-VIOT BRANCHING SYSTEM
LARGE SCALE BEHAVIOR OF A SYSTEM OF INTERACTING ILIE GRIGORESCU
FIXATION TIME FOR AN EVOLUTION MODEL ILIE GRIGORESCU1
