4.2.3.42. Квантовый парадокс Зенона.  

4.2.3.42.1. Misra B. and Sudarshan E. C. G. The Zeno''s paradox in quantum theory.
Center for Particle Theory. University of Texas at Austin. Austin. Texas 78712
(Received 24 February 1976).
J. Math. Phys., Vol. 18, No.4, April 1977.
(pdf, англ.). - 644 Кб.

4.2.3.42.2. Itano M. Wayne, Heinzen D. J., Bollinger J.J. and Wineland D.J. Quantum Zeno effect.
Time and Frequency Division, National Institute of Standards and Technology, Boulder, Colorado 80303
(Received 12 October 1989).
Physical Reviev А. V.41, №5, 1 March 1990.
(pdf, англ.). - 1,12 Mб.

4.2.3.42.3. Ballentine L. E. Comment on "Quantum Zeno effect".
Department of Physics, Simon Fraier University, Burnaby, British Columbia, Cantata V5A1S6
(Received 12 March 1990).
Physical Reviev А. V.43, №9, 1 May 1991.
(pdf, англ.). - 493 Кб.

4.2.3.42.4. Itano M. Wayne, Heinzen D. J., Bollinger J.J. and Wineland D.J. Reply to "Comment on ''Quantum Zeno effect'' " .
Time and frecuency Divigion, National Institute of Standaids and Technology, Boulder Colorado 80303
(Received 12 November 1990).
Physical Reviev А. V.43, №9, 1 May 1991.
(pdf, англ.). - 225 Кб.

4.2.3.42.5. Anishchik S.V., Verkhovlyuk V.N. and Bagryansky V.A. Time evolution of the spin state of the radical ion pair in the microwave field :ananalytical solution.
Institute of Chemical Kinetics and Combustion, 630090 Novosibirsk, Russia.
E-mail: svan@kinetics.nsc.ru, v_ver@ngs.ru and vbag@kinetics.nsc.ru
Received 2 February 2006
Published 24 April 2006.
Onlineat stacks.iop.org/JPhysB/39/2231
Journal of Physics B: Atomic, Molecular and Optical Physics.
J.Phys.B: At. Mol.Opt.Phys.39(2006)2231–2246
doi:10.1088/0953-4075/39/9/010.
(pdf, англ.). - 272 Кб.

4.2.3.42.6. Квантовый парадокс Зенона.
2009 г.
(pdf, русс.). - 1,46 Мб.


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