About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 367. Chapters: Applied probability, Named probability problems, Probabilistic arguments, Probabilistic models, Probabilistic software, Probability assessment, Probability distributions, Probability fallacies, Probability interpretations, Probability stubs, Probability theory, Markov chain, Bayesian probability, Random variable, Bayes' theorem, De Morgan's laws, Probability axioms, Variance, Fuzzy logic, Frequency probability, Probability space, Independence, Cox's theorem, Identical particles, Sample space, Birthday problem, Convergence of random variables, Continuous probability distribution, Game of chance, Elementary event, Uncertainty, Power law, Multivariate random variable, Hubbert curve, Bernoulli trial, Availability, Gauss-Markov process, Chebyshev's inequality, Probability mass function, Infinite monkey theorem, Probability measure, Odds, Coherence, List of mathematical probabilists, Monty Hall problem, Doomsday argument, Mixture model, Conditioning, Characteristic function, Standard probability space, Randomized rounding, Principle of maximum entropy, Method of conditional probabilities, Risk assessment, Ergodic theory, Rule of succession, Constellation model, Total variation, Dempster-Shafer theory, Stein's method, Secretary problem, Conditional probability, Inclusion-exclusion principle, Gaming mathematics, Belief propagation, Weibull distribution, Subjective logic, Prior probability, Boy or Girl paradox, Two envelopes problem, Self-Indication Assumption Doomsday argument rebuttal, Uncertainty theory, Principle of indifference, Absolute probability judgement, N-gram, High availability, Exponential mechanism, Risk perception, Wald's equation, Schuette-Nesbitt formula, Conditional expectation, Cumulative frequency analysis, Imprecise probability, Renewal theory, Mixture distribution, Probabilistic proofs of non-probabil...
