"statistique théorie de Bayes." . . "Logik." . . "Logika." . . "Podejmowanie decyzji (statystyka)." . . "Decisions estadístiques" . . "Probabilités." . . "Statistics and probability." . . "décision logique mathématique." . . "Statistika." . . "Entscheidung." . . "Teoria delle decisioni - Modelli statistici." . . "Teorija odločanja." . . "Beslut." . . "décision modèle mathématique." . . "Entscheidungstheorie." . . "Decisiones estadísticas." . . "Besluitvorming." . . "Philosophy." . . "Filozofija." . . "Teoria da decisao." . . "Probabilitats." . . "Probability." . . "Logica van het recht." . . "Subjectieve waarschijnlijkheid." . . "Logic." . . "Matematika." . . "Statistics." . . "Mathematics." . . "MCGRAW-HILL BOOK CO INC NEW YORK." . . "Statistique bayésienne." . . "Game theory." . . "Wahrscheinlichkeitsrechnung." . . "Methode van Bayes." . . "Inferencia estatistica." . . "Prise de décision (Statistique)" . . "Prise de décision (statistique)" . "Prise de décision (statistique)." . "Estadística matemática." . . . . "Prise de décision." . . "Operations Research." . . "Mathematical logic." . . "Matrices(mathematics)" . . . . . "The Logic of decision" . . . "The Logic of decision"@en . . . . . . . . . . . . . "Conference papers and proceedings" . . . . . . . . . . . . . . "Matériel didactique" . . . . . . . . . . . . . . . . . . . . . . . . . . . "The logic of decision" . "The logic of decision"@en . "Logik der Entscheidungen" . . . "This book uses elementary logical and mathematical means to a philosophical end: elucidation of the notions of subjective probability and subjective desirability or utility which form the core of Bayesian decision theory. Most of the book is devoted to a new theory of preference between propositions, within which a Bayesian agent's probability and utility functions are determined by features of his preference ranking. Here the elementary logical operations on propositions (denial, conjunction, disjunction) do the work which is done by the operation of forming gambles in the 'classical' theory of Ramsey and Savage. Classically, the agent's preference ranking of gambles determines his utility function up to a linear transformation with positive coefficient, and determines his probability function completely; but here the preference ranking of propositions determines the utility function only up to a fractional linear transformation with positive determinant, and determines the probability function only to within a certain quantization. The classical case is obtained here if the preference ranking is of the sort that can only be represented by a utility function that is unbounded both above and below; and it is shown that the present theory is immune to the St. Petersburg paradox, so that one can reasonably be a Bayesian in the present sense and still have an unbounded utility function."@en . . . . . . . . . . . . . . . . . . . . . . . . . . . . "Logic of decision" . . . . "The logic fo decision"@en . . . . . . . . . "THE LOGIC OF DECISION"@en . . . . . . . "Estadística bayesiana." . . "Estadística Bayesiana." . "Estatistica." . . "Decision theory." . . "Statistique." . . "Systèmes d'aide à la décision." . .