Author:
Accardi L.,Hida T.,Htay W. W.
Publisher
Springer Science and Business Media LLC
Reference10 articles.
1. L. Accardi and F. Fagnola, “Quaegebeur quantum stochastic calculus,”J. Funct. Anal.,104, 149–197 (1992);Volterra preprint, No. 18, (1990).
2. B. V. R. Bhat, F. Fagnola, and B. Sinha, “On quantum extensions of semigroups of Brownian motion on a half-line,”Russian J. of Math. Phys.,4, No. 3, 13–28 (1996).
3. A. M. Chebotarev, “Minimal solution in classical and quantum stochastics,” in:Quantum Probability and Related Topics, Vol. 7, World Scientific, Singapore (1992), pp. 79–97.
4. F. Fagnola and R. Monte, “On quantum extension of the semigroup of Bessel process quantum extensions of semigroups,”Math. Notes,60, No. 4, 519–537 (1996).
5. L. Accardi and A. Mohari, “On the structure of classical and quantum flows,”Volterra Preprint, No. 167 (1994).
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