Statistical approach to bistable behaviour of a nonlinear system in a stationary field |
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| Authors: | A. Lukš J. Peřina V. Peřinová M. Bertolotti C. Sibilia |
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| Affiliation: | (1) Institute for Higher Nervous Activity, Palacky University, I. P. Pavlova 13, 775 20 O omouc, Czechoslovakia;(2) Laboratory of Optics, Palacký University, Leninova 26, 771 46 Olomouc, Czechoslovakia;(3) Sezione Fisica, Dipartimento di Energetica, Università di Roma !["ldquo"]("/content/rh9189t4711633m0/xlarge8220.gif") La Sapienza!["rdquo"]("/content/rh9189t4711633m0/xlarge8221.gif") , Via Scarpa, 14, 00161 Roma, Italy |
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| Abstract: | Conclusions This discussion concerning the probability density confirms in a new way the results obtained in paper [1] in which a two-peak behaviour of the photocount distribution has been found. This general result depends on the particular nonlinear interaction scheme, and the bistable behaviour is caused by quantum fluctuations produced by the nonlinear interaction.As losses are not taken into account, other kinds of fluctuations that can modify the bistable behaviour are not accounted for in this paper. |
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