Author:
Barchielli A.,Holevo A. S.,Lupieri G.
Publisher
Springer Science and Business Media LLC
Subject
Statistics, Probability and Uncertainty,General Mathematics,Statistics and Probability
Reference23 articles.
1. Barchielli, A. (1989). Probability operators and convolution semigroups of instruments in quantum probability.Prob. Theory Rel. Fields 82, 1?8.
2. Barchielli, A. (1990). Some Markov semigroups in, quantum probability. In Accardi, L., and von Waldenfels, W. (eds.),Quantum Probability and Applications V, Lect. Notes Math., Springer, Berlin,1442, 86?98.
3. Barchielli, A., and Lupieri, G. (1989). Convolution semigroups in quantum probability and quantum stochastic calculus. In Accardi, L., and von Waldenfels W. (eds.),Quantum Probability and Applications IV, Lect. Notes Math., Springer Berlin,1396, 107?127.
4. Barchielli, A., and Lupieri, G. (1990). Convolution semigroups of instruments in quantum probability. In Grigelionis, B., Prohorov, Yu. V., Sazonov, V. V., and Statulevi?ius, V. (eds.),Probability Theory and Mathematical Statistics, Vol. I, Mokslas, Vilnius, and VSP, Utrecht, pp. 78?90.
5. Barchielli, A., and Lupieri., G. (1991). A quantum analogue of Hunt's representation theorem for the generator of convolution semigroups on Lie groups.Prob. Theory Rel. Fields 88, 167?194.
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