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Les résultats de la statistique classique ne sont en général pas utilisables tels quels pour la conception de systèmes experts dans des domaines dits incertains du fait de difficultés de modélisation. L'auteur montre que cette modélisation est possible en utilisant le principe du maximum d'entropie.
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Ergodic theory. Information theory --- Mathematical distribution theory --- Fourier analysis --- Maximum entropy method --- Positive-definite functions --- Distributions, Positive-definite --- Positive-definite distributions --- Functions --- Entropy maximization --- Entropy maximum principle --- Maximization, Entropy --- Entropy (Information theory) --- Maximum principles (Mathematics) --- Analysis, Fourier --- Mathematical analysis --- Functions, Continuous --- Fonctions continues --- Entropie maximale, Méthode d' --- Fourier, Analyse de --- Fonctions continues. --- Entropie maximale, Méthode d'. --- Fourier, Analyse de.
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Bayesian statistical decision theory --- Maximum entropy method --- Bayesian statistical decision theory. --- Maximum entropy method. --- Statistique bayésienne --- Entropie maximale, Méthode d' --- Statistique bayésienne --- Statistique bayésienne. --- Entropie maximale, Méthode d'. --- 519.22 --- 519.22 Statistical theory. Statistical models. Mathematical statistics in general --- Statistical theory. Statistical models. Mathematical statistics in general
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Operator theory --- 517.518 --- 51 <082.1> --- Metric theory of functions --- Mathematics--Series --- 517.518 Metric theory of functions --- Interpolation --- Linear operators --- Maximum entropy method --- Interpolation (mathématiques) --- Opérateurs linéaires --- Entropie maximale, Méthode d' --- Opérateurs, Théorie des --- Functional analysis --- Entropy maximization --- Entropy maximum principle --- Maximization, Entropy --- Entropy (Information theory) --- Maximum principles (Mathematics) --- Linear maps --- Maps, Linear --- Operators, Linear --- Approximation theory --- Numerical analysis --- Opérateurs linéaires. --- Entropie maximale, Méthode d'. --- Opérateurs, Théorie des.
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Stochastic processes --- Mathematical statistics --- Bayesian statistical decision theory --- Maximum entropy method --- Bayesian statistical decision theory. --- Maximum entropy method. --- Statistique bayésienne --- Entropie maximale, Méthode d' --- 519.5 --- Entropy maximization --- Entropy maximum principle --- Maximization, Entropy --- Entropy (Information theory) --- Maximum principles (Mathematics) --- Bayes' solution --- Bayesian analysis --- Statistical decision --- Engineering mathematics --- Science --- Principes du maximum (Mathématiques) --- Mathématiques de l'ingénieur --- Sciences --- Mathematics --- Mathématiques --- Statistique bayésienne. --- Entropie maximale, Méthode d'. --- 519.24 --- 519.24 Special statistical applications and models --- Special statistical applications and models --- Statistique bayésienne. --- Entropie maximale, Méthode d'.
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Mathematical statistics --- Quantitative methods (economics) --- Econometrics. --- Maximum entropy method. --- Estimation theory. --- Econométrie --- Théorie de l'estimation --- 330.115 --- Econometrics --- Estimation theory --- Maximum entropy method --- Entropy maximization --- Entropy maximum principle --- Maximization, Entropy --- Entropy (Information theory) --- Maximum principles (Mathematics) --- Estimating techniques --- Least squares --- Stochastic processes --- Economics, Mathematical --- Statistics --- Econometrie --- Social Sciences and Humanities. Economics --- 330.115 Econometrie --- Econométrie --- Théorie de l'estimation --- Économétrie. --- Entropie maximale, Méthode d'. --- Estimation, Théorie de l'. --- Économétrie. --- Entropie maximale, Méthode d'. --- Estimation, Théorie de l'.
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