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Results: 3
NONLINEAR SELF-STABILIZING PROCESSES - I EXISTENCE, INVARIANT PROBABILITY, PROPAGATION OF CHAOS
Authors: BENACHOUR S ROYNETTE B TALAY D VALLOIS P
Citation: S. Benachour et al., NONLINEAR SELF-STABILIZING PROCESSES - I EXISTENCE, INVARIANT PROBABILITY, PROPAGATION OF CHAOS, Stochastic processes and their applications, 75(2), 1998, pp. 173-201
NONLINEAR SELF-STABILIZING PROCESSES - II - CONVERGENCE TO INVARIANT PROBABILITY
Authors: BENACHOUR S ROYNETTE B VALLOIS P
Citation: S. Benachour et al., NONLINEAR SELF-STABILIZING PROCESSES - II - CONVERGENCE TO INVARIANT PROBABILITY, Stochastic processes and their applications, 75(2), 1998, pp. 203-224
ASYMPTOTIC ESTIMATES OF SOLUTIONS OF U(T)-1 2 DELTA-U=-VERTICAL-BAR-DEL-U-VERTICAL-BAR IN R(+)XR(R)(D) D-GREATER-THAN-OR-EQUAL-TO-2/
Authors: BENACHOUR S ROYNETTE B VALLOIS P
Citation: S. Benachour et al., ASYMPTOTIC ESTIMATES OF SOLUTIONS OF U(T)-1 2 DELTA-U=-VERTICAL-BAR-DEL-U-VERTICAL-BAR IN R(+)XR(R)(D) D-GREATER-THAN-OR-EQUAL-TO-2/, Journal of functional analysis, 144(2), 1997, pp. 301-324
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