User:Non Qui/Books/Measures

18 mars 2014

 * Measure (mathematics)
 * Absolute continuity
 * Abstract Wiener space
 * Almost everywhere
 * Approximate tangent space
 * Atom (measure theory)
 * Aubin–Lions lemma
 * Ba space
 * Baire set
 * Banach–Tarski paradox
 * Bochner measurable function
 * Borel isomorphism
 * Borel–Cantelli lemma
 * Bounded variation
 * Caccioppoli set
 * Cantor function
 * Cantor set
 * Carathéodory's criterion
 * Clark–Ocone theorem
 * Coarea formula
 * Computable measure theory
 * Concentration of measure
 * Content (measure theory)
 * Continuity set
 * Conull set
 * Convergence in measure
 * Convergence of measures
 * Crofton formula
 * Curvature of a measure
 * Cylindrical σ-algebra
 * Decomposable measure
 * Delta-ring
 * Differentiation of integrals
 * Dirac delta function
 * Direct integral
 * Discrepancy theory
 * Distortion (mathematics)
 * Doob–Dynkin lemma
 * Effective dimension
 * Equivalence (measure theory)
 * Essential range
 * Essential supremum and essential infimum
 * Euler calculus
 * Factorization lemma
 * Falconer's conjecture
 * Fatou's lemma
 * Filtration (mathematics)
 * Finite-dimensional distribution
 * Fuzzy measure theory
 * Geometric measure theory
 * H-derivative
 * Hamburger moment problem
 * Hanner's inequalities
 * Hausdorff density
 * Hausdorff paradox
 * Hobby–Rice theorem
 * Homological integration
 * Indicator function
 * Infinite-dimensional Lebesgue measure
 * Information theory and measure theory
 * Integral representation theorem for classical Wiener space
 * Integration by parts operator
 * Jaccard index
 * Join (sigma algebra)
 * Klee's measure problem
 * Kōmura's theorem
 * Krylov–Bogolyubov theorem
 * Laplacian of the indicator
 * Lebesgue integration
 * Lebesgue space
 * Lévy metric
 * Lévy–Prokhorov metric
 * Lifting theory
 * Littlewood's three principles of real analysis
 * Locally integrable function
 * Loeb space
 * Luzin N property
 * Malliavin's absolute continuity lemma
 * Measurable function
 * Measure algebra
 * Minkowski–Steiner formula
 * Naimark's dilation theorem
 * Nikodym set
 * Non-measurable set
 * Null set
 * Overlap coefficient
 * Parthasarathy's theorem
 * Pettis' theorem
 * Pi system
 * Planar lamina
 * Pointwise convergence
 * Portmanteau theorem
 * Positive and negative sets
 * Prevalent and shy sets
 * Progressively measurable process
 * Radon space
 * Radonifying function
 * Rajchman measure
 * Real-valued function
 * Rectifiable set
 * Regular conditional probability
 * Ruziewicz problem
 * Separable sigma algebra
 * Sigma additivity
 * Sigma-algebra
 * Sigma-ideal
 * Sigma-ring
 * Simple function
 * Smith–Volterra–Cantor set
 * Solovay model
 * Sørensen–Dice coefficient
 * Standard probability space
 * Sugeno integral
 * Support (measure theory)
 * Τ-additivity
 * Talagrand's concentration inequality
 * Tightness of measures
 * Transportation theory (mathematics)
 * Trigonometric moment problem
 * Tversky index
 * Universally measurable set
 * Valuation (measure theory)
 * Varifold
 * Vitali covering lemma
 * Vitali set
 * Volterra's function
 * Volume element
 * Von Neumann paradox
 * Wasserstein metric
 * Weakly measurable function
 * Weierstrass function
 * Weight function
 * Young measure
 * Alexandrov theorem
 * Almgren regularity theorem
 * Bernstein's theorem on monotone functions
 * Bochner's theorem
 * Brunn–Minkowski theorem
 * Cameron–Martin theorem
 * Carathéodory's extension theorem
 * Cramér–Wold theorem
 * Disintegration theorem
 * Dominated convergence theorem
 * Egorov's theorem
 * F. and M. Riesz theorem
 * Fatou–Lebesgue theorem
 * Fernique's theorem
 * Fubini's theorem
 * Fubini's theorem on differentiation
 * Hahn decomposition theorem
 * Hahn–Kolmogorov theorem
 * Ham sandwich theorem
 * Lebesgue differentiation theorem
 * Lebesgue's decomposition theorem
 * Lebesgue's density theorem
 * Lusin's theorem
 * Maharam's theorem
 * Monotone class theorem
 * Monotone convergence theorem
 * Prokhorov's theorem
 * Rademacher's theorem
 * Radon–Nikodym theorem
 * Regularity theorem for Lebesgue measure
 * Sard's theorem
 * Scheffé’s lemma
 * Schröder–Bernstein theorem for measurable spaces
 * Stein–Strömberg theorem
 * Steinhaus theorem
 * Structure theorem for Gaussian measures
 * Vitali convergence theorem
 * Vitali–Hahn–Saks theorem
 * Bochner integral
 * Choquet theory
 * De Finetti's theorem
 * Radon measure
 * Riesz representation theorem
 * Riesz–Markov–Kakutani representation theorem
 * Alpha shape
 * Carathéodory's theorem (convex hull)
 * Convex combination
 * Convex hull
 * Convex position
 * Convexity in economics
 * Extreme point
 * Krein–Milman theorem
 * Non-convexity (economics)
 * Orthogonal convex hull
 * Radon's theorem
 * Shapley–Folkman lemma
 * Tverberg's theorem
 * Baire measure
 * Banach measure
 * Borel measure
 * Borel regular measure
 * Carleson measure
 * Complete measure
 * Complex measure
 * Counting measure
 * Cylinder set measure
 * Dirac measure
 * Discrete measure
 * Empirical measure
 * Gaussian measure
 * Gibbs measure
 * Green measure
 * Haar measure
 * Harmonic measure
 * Hausdorff measure
 * Idempotent measure
 * Inner measure
 * Inner regular measure
 * Invariant measure
 * Jordan measure
 * Lebesgue measure
 * Locally finite measure
 * Logarithmically concave measure
 * Maximising measure
 * Metric outer measure
 * Minkowski content
 * Outer measure
 * Packing measure
 * Perfect measure
 * Pre-measure
 * Probability measure
 * Product measure
 * Projection-valued measure
 * Pushforward measure
 * Quasi-invariant measure
 * Random measure
 * Regular measure
 * Resource bounded measure
 * Saturated measure
 * Secondary measure
 * Σ-finite measure
 * Signed measure
 * Singular measure
 * Spherical measure
 * Strictly positive measure
 * Tangent measure
 * Transverse measure
 * Trivial measure
 * Uniformly distributed measure
 * Vector measure
 * Probability distribution
 * Symmetric probability distribution
 * (a,b,0) class of distributions
 * Arcsine distribution
 * ARGUS distribution
 * Balding–Nichols model
 * Bates distribution
 * Behrens–Fisher distribution
 * Benford's law
 * Benini distribution
 * Benktander Gibrat distribution
 * Benktander Weibull distribution
 * Bernoulli distribution
 * Beta distribution
 * Beta negative binomial distribution
 * Beta prime distribution
 * Beta rectangular distribution
 * Beta-binomial distribution
 * Bimodal distribution
 * Bingham distribution
 * Binomial distribution
 * Poisson binomial distribution
 * Birnbaum–Saunders distribution
 * Bivariate von Mises distribution
 * Borel distribution
 * Box–Cox distribution
 * Burr distribution
 * Cantor distribution
 * Categorical distribution
 * Cauchy distribution
 * Champernowne distribution
 * Chernoff's distribution
 * Chi distribution
 * Chi-squared distribution
 * Circular uniform distribution
 * Complex normal distribution
 * Compound Poisson distribution
 * Compound probability distribution
 * Consumption distribution
 * Conway–Maxwell–Poisson distribution
 * Crystal Ball function
 * Cumulative frequency analysis
 * Dagum distribution
 * Davis distribution
 * Degenerate distribution
 * Delaporte distribution
 * Dirichlet distribution
 * Dirichlet-multinomial distribution
 * Double exponential distribution
 * Dyadic distribution
 * Erlang distribution
 * Ewens's sampling formula
 * Exponential distribution
 * Exponential-logarithmic distribution
 * Exponentially modified Gaussian distribution
 * Exponentiated Weibull distribution
 * Extended negative binomial distribution
 * F-distribution
 * Factorial moment
 * Fisher's noncentral hypergeometric distribution
 * Fisher's z-distribution
 * Flory–Schulz distribution
 * Folded normal distribution
 * Fréchet distribution
 * Free Poisson distribution
 * Gamma distribution
 * Gamma/Gompertz distribution
 * Gauss–Kuzmin distribution
 * Gaussian q-distribution
 * Generalised hyperbolic distribution
 * Generalized beta distribution
 * Generalized chi-squared distribution
 * Generalized Dirichlet distribution
 * Generalized extreme value distribution
 * Generalized gamma distribution
 * Generalized integer gamma distribution
 * Generalized inverse Gaussian distribution
 * Generalized logistic distribution
 * Generalized multivariate log-gamma distribution
 * Generalized normal distribution
 * Generalized Pareto distribution
 * Geometric distribution
 * Geometric stable distribution
 * German tank problem
 * Gompertz distribution
 * Gompertz–Makeham law of mortality
 * Gumbel distribution
 * Half-logistic distribution
 * Half-normal distribution
 * Hermite distribution
 * Holtsmark distribution
 * Hotelling's T-squared distribution
 * Hubbert curve
 * Hyper-Erlang distribution
 * Hyperexponential distribution
 * Hyperbolic distribution
 * Hyperbolic secant distribution
 * Hypergeometric distribution
 * Negative hypergeometric distribution
 * Hypoexponential distribution
 * Inverse Gaussian distribution
 * Inverse matrix gamma distribution
 * Inverse-chi-squared distribution
 * Inverse-gamma distribution
 * Inverse-Wishart distribution
 * Irwin–Hall distribution
 * Johnson SU distribution
 * K-distribution
 * Kent distribution
 * Kumaraswamy distribution
 * Lambda distribution
 * Landau distribution
 * Laplace distribution
 * Lévy distribution
 * Location-scale family
 * Log-Cauchy distribution
 * Log-Laplace distribution
 * Log-logistic distribution
 * Log-normal distribution
 * Logarithmic distribution
 * Logistic distribution
 * Logit-normal distribution
 * Lomax distribution
 * Marchenko–Pastur distribution
 * Matrix gamma distribution
 * Matrix normal distribution
 * Matrix t-distribution
 * Matrix-exponential distribution
 * Maxwell–Jüttner distribution
 * McCullagh's parametrization of the Cauchy distributions
 * Mittag-leffler distribution
 * Mixture distribution
 * Moffat distribution
 * Multinomial distribution
 * Multivariate normal distribution
 * Multivariate Pareto distribution
 * Multivariate stable distribution
 * Multivariate t-distribution
 * Nakagami distribution
 * Negative binomial distribution
 * Negative multinomial distribution
 * Noncentral beta distribution
 * Noncentral chi distribution
 * Noncentral chi-squared distribution
 * Noncentral F-distribution
 * Noncentral hypergeometric distributions
 * Noncentral t-distribution
 * Normal distribution
 * Normal-exponential-gamma distribution
 * Normal-gamma distribution
 * Normal-inverse Gaussian distribution
 * Normal-inverse-gamma distribution
 * Normal-inverse-Wishart distribution
 * Normal-Wishart distribution
 * Null distribution
 * Parabolic fractal distribution
 * Pareto distribution
 * Pearson distribution
 * Phase-type distribution
 * Poisson distribution
 * Poly-Weibull distribution
 * Q-exponential distribution
 * Q-Gaussian distribution
 * Rademacher distribution
 * Raised cosine distribution
 * Rank-size distribution
 * Rayleigh distribution
 * Reciprocal distribution
 * Rectified Gaussian distribution
 * Relationships among probability distributions
 * Relativistic Breit–Wigner distribution
 * Rencontres numbers
 * Rice distribution
 * Scaled inverse chi-squared distribution
 * Shifted Gompertz distribution
 * Shifted log-logistic distribution
 * Sigmoid function
 * Singular distribution
 * Skellam distribution
 * Skew normal distribution
 * Slash distribution
 * Soliton distribution
 * Split normal distribution
 * Stable distribution
 * Student's t-distribution
 * Super-Poissonian distribution
 * T distribution
 * Tracy–Widom distribution
 * Trapezoidal distribution
 * Triangular distribution
 * Truncated normal distribution
 * Tukey lambda distribution
 * Tweedie distributions
 * Type-1 Gumbel distribution
 * Type-2 Gumbel distribution
 * U-quadratic distribution
 * Uniform distribution (continuous)
 * Uniform distribution (discrete)
 * Van Houtum distribution
 * Variance-gamma distribution
 * Voigt profile
 * Von Mises distribution
 * Von Mises–Fisher distribution
 * Wallenius' noncentral hypergeometric distribution
 * Weibull distribution
 * Wigner semicircle distribution
 * Wilks's lambda distribution
 * Wishart distribution
 * Wrapped Cauchy distribution
 * Wrapped exponential distribution
 * Wrapped Lévy distribution
 * Wrapped normal distribution
 * Xenakis distribution
 * Yule–Simon distribution
 * Zero-truncated Poisson distribution
 * Zeta distribution
 * Zipf–Mandelbrot law
 * Central limit theorem
 * Central limit theorem for directional statistics
 * Berry–Esseen theorem
 * De Moivre–Laplace theorem
 * Illustration of the central limit theorem
 * Lindeberg's condition
 * Lyapunov's central limit theorem
 * Martingale central limit theorem
 * Azuma's inequality
 * Bennett's inequality
 * Bernstein inequalities (probability theory)
 * Boole's inequality
 * Chebyshev's inequality
 * Cheeger bound
 * Chernoff bound
 * Correlation inequality
 * Doob martingale
 * Doob's martingale inequality
 * Eaton's inequality
 * Entropy power inequality
 * Etemadi's inequality
 * Fréchet inequalities
 * Gauss's inequality
 * Gaussian isoperimetric inequality
 * Hoeffding's inequality
 * Hoeffding's lemma
 * Hölder's inequality
 * Jensen's inequality
 * Khintchine inequality
 * Kolmogorov's inequality
 * Kunita–Watanabe theorem
 * Le Cam's theorem
 * Lorden's inequality
 * Marcinkiewicz–Zygmund inequality
 * Markov's inequality
 * Multidimensional Chebyshev's inequality
 * Paley–Zygmund inequality
 * Pinsker's inequality
 * Ross's conjecture
 * Circular ensemble