Квантовая вероятность и квантовая статистика - Холево А.С.
Скачать (прямая ссылка):
comp., 1978
127. Manuceau I., Verbeure A. Quasifree states of the CGR // Commun.
Math. Phys.- 1968,- 9, № 4.- C. 293-302
128. Meyer P.-А. Elements de probabilites quantiques // Lect. Notes
Math.-
1986,- 1204- C. 186-312
129. Mietnik B. Global mobility of SchrSdinger's particle // Rept. Math.
Phys.
- 1977,- 12, № 3,- C. 331-339
130. Misra B., Sudarshan E. C. G. The Zeno's paradox in quantum theory //
J. Math. Phys.- 1977,- 18, № 4,- C. 756-763
131. Nelson E. Dynamical theories of Brownian motion.- Princeton, N. J.,
1967
132. - Field theory and the future of stochastic mechanics // Lect. Notes
Phys.- 1986.-' 262,- C. 438-469
133. Ozawa M. Optimal measurements for general quantum systems // Rep.
Math. Phys.- 1980,- 18, № 1.- C. 11-28
134. - Quantum measuring processes of continuous observables // J. Math.
Phys.- 1984,- 25.- C. 79-87
135. - Conditional probability and a posteriori states in quantum
mechanics // Publ. RIMS Kyoto Univ.- 1985,- 21, № 2,- C. 279-295
136. - Measuring processes and repeatability hypothesis // Lect. Notes
Math.
- 1987,- 1299,- C. 412-421
137. Parthasarathy К¦ R. Azema martingales and quantum stochastic
calculus /,/ Preprint ISI-1989.- 20 c.
138. -, Schmidt КL Positive definite kernels, continuous tensor products,
and central limit theorems of probability theory // Lect. Notes Math.-
1972,- 272,- 107 c.
139. Petz D. Sufficient subalgebras and the relative entropy of states of
a von Neumann algebra // Commun. Math. Phys.- 1986,- 105. - C. 123-131
140. Quantum optics, experimental gravitation and measurement theory (eds
Meystre P., Scully M. O.).- New York: Plenum, 1983
141. Quantum probability and applications to the quantum theory of
irreversible processes. Proc. Villa Mondragone, 1982 (eds Accardi L"
Frige-rio A., Gorini V.)-Lect. Notes Math.- 1984.- 1055.- 441 c.
142. Quantum probability and applications. II. Proc. Heidelberg, 1984
(eds Accardi Lvon Waldenfels W.)-Lect. Notes Math.- 1985.- 1136.- 534 c.
143. Quantum probability and applications. III. Proc. Oberwolfach, 1987
(ed. Accardi L., von Waldenfels W.).- Lect. Notes Math.- 1988.- 1303.-
373 c.
9*
13t
144. Quantum probability and applications. IV. Proc. Rome, 1987 (ed.
Accar-di L" von Waldenfels W.).- Lect. Notes Math.- 1989,- 1396.- 355 c.
145. Quantum probability and applications. V. Proc. Heidelberg, 1988
(ed. Accardi L., von Waldenfels W.).- Lect. Notes Math.- 1990,- 1442
146. Sauvageot J.-L. Markov quantum semigroups admit covariant Markov
ii.atiur. // Commun. Math. Phys.- 1986.- 106.- C. 91-103
147. Schumann M. Noncommutative stochastic processes with independent
and stationary increments satisfy quantum stochastic differential
equations // Probab. Theory Rel. Fields.- 1990.- 84.- C. 473-490
148. Scuiaru H. Coherent states and induced representations // Lett.
Math. Phys.- 1977,- 2. № 2,- C. 101 - 107
149. - Some remarks on covariant completely positive linear maps on C*-
al-gebra /7 Rept. Math. Phys.- 1979,- 16, № 1,- C. 79-87
150. Shale D., Stinesprlng W. States of the Clifford algebra // Ann.
Math.- 1964,- SO, Л° 2.- C. 365-381
151. Speicher R. A new example of "independence" and "white noise" //
Probability Theory and Related Fields.- 1990.- 84, M> 2.- C. 141-160
152. Spolui H. Kinetic equations from Hamiltonian dynamics: Markovian
limits /7 Rev. Mod. Phys.- 1980,- 53, № 3,- C. 569-615
153. Srinivas M. D. Collapse postulate for observables with continuous
spec-irnrn // Commun. Math. Phys.- 1980.- 71.- C. 131-158
154. -. Dames E. B. Photon counting probability in quantum optics 11
Ont. Acta.-- 1981,- 28. № 7.- C. 981-996
155. Siraicnovicli R. L. The quantum generalization of optimal
statistical estimation and hypothesis testing // Stochast.- 1973.- 1, №
1.-
C. 87-126
156. Summers S. J., Werner R. Bell's inequalities and quantum field
theory.
II. Beil's inequalities are maximally violated in the vacuum Ц J.
Math. Phvs.- 1987,- 28 (10) - C. 2448-2456
157. Takesaki M. Conditional expectations in von Neumann algebra // J.
Funct. Anal.- 1972,- 9.- C. 306-321
158. Umegaki H. Conditional expectations in an operator algebra. IV.
(Entropy and information) // Kodai Math, semin repts.- 1962.- 14, № 2.-
C. 59-85
159. The uncertainty principle and foundations of quantum mechanics (eds
Price W. С ., Chissick G. S.).- London: Wiley, 1977
160. Varadarajan V. S. Geometry of quantum theory.- New York/Berlin/
/Heideibergi/Токуо: Springer-Verlag, 1985.- 412 c.
161. Vincent-Sniith G. F. Dilation of a dissipative quantum dynamical
system to a quantum Markov process /,/ Proc. London Math. Soc.- 1989.-
59, № 1,- C. 58-72
162. Voiculescu D. Symmetries of some reduced free product C*-algebras
// Lect. Notes Math.-- 1985,- 1132,- C. 556-588
163. - Addiiion of certain non-commuting random variables fj J. Funct.
Anal.- 1986,- 66.- C. 323-346
164. von Waldenfels W. An algebraic central limit theorem in the
