Stationary Processes and Prediction Theory

A classic treatment of stationary processes and prediction theory from the acclaimed Annals of Mathematics Studies series

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Info autore

Harry Furstenberg

Riassunto

The description for this book, Stationary Processes and Prediction Theory. (AM-44), will be forthcoming.

Dettagli sul prodotto

• Autori: Harry Furstenberg, Furstenberg Harry
• Con la collaborazione di: Elias Furstenberg (Editore), John N. Mather (Editore), Phillip Griffiths (Editore)
• Editore: University Presses
• Lingue: Inglese
• Contenuto: Libro
• Forma del prodotto: Tascabile
• Data pubblicazione: 21.08.1960
• Categoria: Scienze naturali, medicina, informatica, tecnica > Matematica > Teoria delle probabilità, stocastica, statistica m
• EAN: 9780691080413
• ISBN: 978-0-691-08041-3
• Numero di pagine: 296
• Dimensioni (della confezione): 21 x 27.9 cm
• Peso (della confezione): 680 g
• Serie: Annals of Mathematics Studies > 44; Annals of Mathematics Studies
• Categorie: MATHEMATICS / Probability & Statistics / General, Homomorphism, Theorem, probability, equation, Probability & statistics, Ergodic theory, Probability and statistics, Time Series, stochastic process, Markov chain, probability measure, Random Variable, least squares, probability distribution, Prediction, stochastic, Estimation, semigroup, Fourier series, C*-algebra, extrapolation, sequence, Stationary Process, predictability, Functional equation, automorphism, Corollary, special case, metric space, function composition, ergodicity, commutative property, Dimensional Analysis, Eigenvalues and Eigenvectors, Lebesgue measure, Variable (mathematics), Sign (mathematics), Function (mathematics), Subset, Dimension (vector space), Subalgebra, Identity element, Existence theorem, Linear Map, Continuous function, Existential quantification, Linear combination, Invertible matrix, Continuous function (set theory), Zorn's lemma, Characteristic function (probability theory), Almost periodic function, Subsequence, Cartesian product, Fubini's theorem, Coset, Probability Space, Independence (probability theory), Generic point, Adjoint equation, Homeomorphism, Ergodic process, Inverse function, Regular sequence, Limit (mathematics), Sample space, Sequence space, Shift operator, Periodic sequence, Ergodic sequence, Linear prediction, Normed algebra