Using the closed Ito's table for the renormalized square of white noise, recently obtained by Accardi, Hida, and Kuo in Ref. 4, we consider the problem of providing necessary and sufficient conditions for the unitarity of the solutions of a certain type of quantum stochastic differential equations
From the operator algebraic approach to stationary (quantum) Markov processes there has emerged an a...
We consider the problem of controlling the size of an elementary quantum stochastic flow generated ...
Abstract. We introduce the concept of a mild solution for the right Hudson-Parthasarathy quantum sto...
Using the closed Ito's table for the renormalized square of white noise, recently obtained by Acc...
We prove the stochastic independence of the basic integrators of the renormalized square of white no...
We consider the renormalized Ito table for higher powers of white noise and, assuming that there exi...
The formal unitarity conditions for stochastic equations driven by the renormalized square of whit...
We prove the It\^{o} multiplication table for the stochastic differentials of the universal envelopi...
By using F. A. Berezin's canonical transformation method [5], we derive a nonadapted quantum stochas...
The quantum stochastic differenti,al equation satisfied by the unitary operator U(t) = e(iE)(l) with...
We first study a class of fundamental quantum stochastic processes induced by the generators of a si...
From the operator algebraic approach to stationary (quantum) Markov processes there has emerged an a...
We consider the problem of controlling the size of an elementary quantum stochastic flow generated ...
Abstract. We introduce the concept of a mild solution for the right Hudson-Parthasarathy quantum sto...
Using the closed Ito's table for the renormalized square of white noise, recently obtained by Acc...
We prove the stochastic independence of the basic integrators of the renormalized square of white no...
We consider the renormalized Ito table for higher powers of white noise and, assuming that there exi...
The formal unitarity conditions for stochastic equations driven by the renormalized square of whit...
We prove the It\^{o} multiplication table for the stochastic differentials of the universal envelopi...
By using F. A. Berezin's canonical transformation method [5], we derive a nonadapted quantum stochas...
The quantum stochastic differenti,al equation satisfied by the unitary operator U(t) = e(iE)(l) with...
We first study a class of fundamental quantum stochastic processes induced by the generators of a si...
From the operator algebraic approach to stationary (quantum) Markov processes there has emerged an a...
We consider the problem of controlling the size of an elementary quantum stochastic flow generated ...
Abstract. We introduce the concept of a mild solution for the right Hudson-Parthasarathy quantum sto...
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