Results 261 to 270 of about 1,830,065 (298)
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Quantum probabilities, Kolmogorov probabilities, and informational probabilities
International Journal of Theoretical Physics, 1994zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Journal of Mathematical Sciences, 2001
In this paper, the author presents his theory of filtered random variables, which provides in particular an interpolation between non-commutative probabilistic settings such as Boolean and free probability. Given a family of noncommutative probability spaces of the form \((\widehat{\mathcal A} , \widehat{\varphi}) = (\bigotimes_{l\in L} {\mathcal A}_l ,
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In this paper, the author presents his theory of filtered random variables, which provides in particular an interpolation between non-commutative probabilistic settings such as Boolean and free probability. Given a family of noncommutative probability spaces of the form \((\widehat{\mathcal A} , \widehat{\varphi}) = (\bigotimes_{l\in L} {\mathcal A}_l ,
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Computational Geosciences, 2002
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King, P. R., Neuweiler, I.
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King, P. R., Neuweiler, I.
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Journal of Mathematical Physics, 1984
The concept of a probability manifold M is introduced. The global properties of M inherited from its local structure are then considered. It is shown that a deterministic spin model due to Pitowski falls within this general framework. Finally, we construct a phase-space model for nonrelativistic quantum mechanics.
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The concept of a probability manifold M is introduced. The global properties of M inherited from its local structure are then considered. It is shown that a deterministic spin model due to Pitowski falls within this general framework. Finally, we construct a phase-space model for nonrelativistic quantum mechanics.
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Journal of Systems Science and Complexity
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Xie, Haibin +3 more
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Xie, Haibin +3 more
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Probability and Probability Distributions
2014The concept of probability is relevant to experiments that have some uncertain outcomes. These are the situations in which, despite every effort to maintain fixed conditions, some variation of the result in repeated trials of the experiment is unavoidable.
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Probability III: Continuous Probability
2004In this chapter we discuss some concepts of the general theory of probability, without restriction to finite or discrete sample spaces. This is in preparation for our discussion of the Black-Scholes derivative pricing model.
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Probability and Probability Distribution
2017The theory of probability and statistics underlies all quantitative assessments relevant to pathology. Probability is a concept that occurs due to randomness. A random event or experiment has two main components of interest: the first is the “outcome” which is the result of the event that is being recorded. The second is “parameter” which is a constant
Amir Momeni +2 more
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International Statistical Review / Revue Internationale de Statistique, 1985
Based on the notion of a protocol the evaluation of a protocol is introduced, which leads by means of axioms to some well-known properties of conditional expectations. In this framework a version of the law of large numbers is presented. Furthermore, an interesting justification of the notion of (elementary) conditional probabilities is given by means ...
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Based on the notion of a protocol the evaluation of a protocol is introduced, which leads by means of axioms to some well-known properties of conditional expectations. In this framework a version of the law of large numbers is presented. Furthermore, an interesting justification of the notion of (elementary) conditional probabilities is given by means ...
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