We introduce an integrable inhomogeneous generalization of the Volterra lattice, allowing one to treat linear and nonlinear multiplicative noises and to discuss statistical properties of the exact solutions.In the continuum limit our discrete model reduces to the stochastic KdV equation.
On an integrable stochastic Volterra lattice
DE LILLO, Silvana;
1998
Abstract
We introduce an integrable inhomogeneous generalization of the Volterra lattice, allowing one to treat linear and nonlinear multiplicative noises and to discuss statistical properties of the exact solutions.In the continuum limit our discrete model reduces to the stochastic KdV equation.File in questo prodotto:
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