We consider the renormalized Ito table for higher powers of white noise and, assuming that there exists a Hilbert space where these powers have an operator realization, we prove existence, uniqueness, and unitarity for stochastic equations driven by these powers.
Accardi, L., Boukas, A. (2001). Stochastic evolutions driven by non--linear quantum noise II. RUSSIAN JOURNAL OF MATHEMATICAL PHYSICS, 8(4), 401-413.
Stochastic evolutions driven by non--linear quantum noise II
ACCARDI, LUIGI;
2001-01-01
Abstract
We consider the renormalized Ito table for higher powers of white noise and, assuming that there exists a Hilbert space where these powers have an operator realization, we prove existence, uniqueness, and unitarity for stochastic equations driven by these powers.File in questo prodotto:
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