Probabilistic Methods in Applied Mathematics, Volumes 1-3Albert T. Bharucha-Reid Academic Press, 1968 - Probabilities |
Contents
List of Contributors | 1 |
AXIOMATIC QUANTUM MECHANICS AND GENERALIZED | 53 |
RANDOM DIFFERENTIAL EQUATIONS IN CONTROL THEORY | 131 |
Copyright | |
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a₁ Applying assume b₁ Boolean Borel bounded called classical closed coefficients compatible complex condition consider constant continuous convergence coordinate corresponding defined denote density derived determined difference differential equation direction discussion distribution dynamic easily elements energy example exists expected fact finite follows function Gaussian give given hence Hilbert space holds implies independent integral interest joint Lemma linear logic Math Mathematical matrix measure momentum motion noise observables obtained one-parameter operator optimal physical postulates probability problem Proof properties propositions prove quantum mechanics random algebraic equation random polynomial random variables refer representation respect roots satisfies separable sequence shown solution statistical stochastic stochastic differential equation sufficient suppose t₁ Theorem theory true unique values vector write zero