#
Measure theory
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The concept ** Measure theory** represents the subject, aboutness, idea or notion of resources found in **University of Missouri Libraries**.

The Resource
Measure theory
Resource Information

The concept

**Measure theory**represents the subject, aboutness, idea or notion of resources found in**University of Missouri Libraries**.- Label
- Measure theory

## Context

Context of Measure theory#### Subject of

- A basic course in measure and probability : theory for applications
- A concise introduction to the theory of integration
- A course in abstract analysis
- A course on integration theory : including more than 150 exercises with detailed answers
- A course on large deviations with an introduction to Gibbs measures
- A first look at rigorous probability theory
- A measure theoretic characterization of parallel- and split faces and their connections with function spaces and algebras
- A theory of semigroup valued measures
- A user's guide to measure theoretic probability
- Algèbres de fonctions et espaces de Hardy
- An introduction to analysis and integration theory
- An introduction to measure and integration
- An introduction to measure and probability
- An introduction to measure theory
- An introduction to measure-theoretic probability
- An introduction to the theory of integration
- Analyse non-archimédienne
- Applications of harmonic measure
- Billingsley dimension in probability spaces
- Canonical Gibbs measures : some extensions of de Finetti's representation theorem for interacting particle systems
- Capacités et processus stochastiques
- Chaotic billiards
- Compact systems of sets
- Concentration functions
- Concentration inequalities : a nonasymptotic theory of independence
- Continuity and the statistical invariance principle
- Continuity of probability measures: some applications in statistics
- Convergence of probability measures
- Decomposition and invariance of measures, and statistical transformation models
- Denumerable Markov chains : generating functions, boundary theory, random walks on trees
- Differentiable measures and the Malliavin calculus
- Differentiation of integrals in R[Superscript n]
- Differentiation von Massen
- Doubly stochastic Poisson processes
- Duality in measure theory
- Economics of space and time : the measure-theoretic foundations of social science
- Empirical processes
- Ensembles analytiques, capacités : mesures de Hausdorff
- Equilibrium states in negative curvature
- Equimeasurable rearrangements of functions
- Equivalences or singularity of Gaussian measures on function spaces
- Ergodic theory
- Ergodic theory and differentiable dynamics
- Ergodic theory via joinings
- Essentials of integration theory for analysis
- Essentials of measure theory
- Excessive measures
- Existence of simplicial boundary measures on compact convex sets
- Finitely additive measures and relaxations of extremal problems
- Fourier Analysis and Hausdorff Dimension
- Fractured fractals and broken dreams : self-similar geometry through metric and measure
- Fuzzy measure theory
- General integration and measure
- Generalized measure theory
- Geometric problems in the theory of infinite-dimensional probability distributions
- Gibbs measures and phase transitions
- Gibbs measures and phase transitions
- Gibbs states on countable sets
- Gradient flows : in metric spaces and in the space of probability measures
- Gradient flows : in metric spaces and in the space of probability measures
- Géométrie intégrale
- Handbook of measure theory
- Hegels Logik und die Chemie : fortlaufender Kommentar zum "realen Mass"
- Heights of polynomials and entropy in algebraic dynamics
- Infinite matrices and the gliding hump
- Infinitely divisible and stable measures on Banach spaces
- Information, weight of evidence, the singularity between probability measures and signal detection
- Integral, measure, and derivative ; : a unified approach
- Integral, probability, and fractal measures
- Integrals and measures
- Integrarea pe spatii local compacte
- Integration
- Integration
- Integration
- Integration : a functional approach
- Integration and modern analysis
- Integration in Hilbert space
- Integration on locally compact spaces
- Integration theory
- Integration theory (with special attention to vector measures)
- Integration, measure and probability
- Introduction to measure and probability
- Introduction to measure theory : lectures given at the seminar of the Canadian Mathematics Congress in Halifax, summer 1950
- Introduction to measure theory and functional analysis
- Introduction to probability and measure
- Intégration
- Intégration dans les groupes topologiques
- La Mesure des grandeurs
- La Totale-D de Denjoy et la totale-S symétrique
- La régularité moyenne dans la théorie métrique
- Labelled Markov processes
- Lebesgue integration and measure
- Lebesgue integration on Euclidean space
- Lebesgue measure & integral
- Lebesgue measure and integration
- Lectures on Choquet's theorem
- Lectures on amenability
- Lectures on amenability
- Lectures on measure and integration
- Limits of indeterminacy in measure of trigonometric and orthogonal series
- Linear analysis
- Loeb measures in practice : recent advances
- Loeb measures in practice : recent advances
- Mathematical analysis : foundations and advanced techniques for functions of several variables
- Mathematical foundations of the calculus of probability
- Measure Theory
- Measure and Integral
- Measure and category : a survey of the analogies between topological and measure spaces
- Measure and category ; : a survey of the analogies between topological and measure spaces
- Measure and integral
- Measure and integral
- Measure and integral : an introduction to real analysis
- Measure and integration
- Measure and integration
- Measure and integration : a concise introduction to real analysis
- Measure and integration : an advanced course in basic procedure and applications
- Measure and integration : publications, 1997-2011
- Measure and integration for use
- Measure and integration theory on infinite-dimensional spaces ; : abstract harmonic analysis
- Measure and the integral
- Measure theory
- Measure theory
- Measure theory
- Measure theory
- Measure theory : a first course
- Measure theory and filtering : introduction and applications
- Measure theory and fine properties of functions
- Measure theory and fine properties of functions
- Measure theory and integration
- Measure theory and integration
- Measure theory and integration
- Measure theory and probability
- Measure theory and probability theory
- Measure theory, Oberwolfach 1983 : proceedings of the conference held at Oberwolfach, June 26-July 2, 1983
- Measure, integral, and probability
- Measure, integration, and function spaces
- Measure, integration, and functional analysis
- Measure, integration, and probability
- Measure, topology, and fractal geometry
- Measure, topology, and fractal geometry
- Measures and Hilbert lattices
- Measures and differential equations in infinite-dimensional space
- Measures and probabilities
- Measures of noncompactness in Banach spaces
- Measures on infinite dimensional spaces
- Measures on topological semigroups : convolution products and random walks
- Measures with symmetry properties
- Measures with symmetry properties
- Measures, integrals and martingales
- Mesure et intégration
- Mesures cylindriques, espaces de Wiener et Fonctions aléatoires gaussiennes
- Mesures et probabilités
- Methods for solving the algebraic Riccati equations
- Nonmeasurable sets and functions
- Notions de mesures et nombres réels
- Oscillateur anharmonique, processus de diffusion et mesures quasi-invariantes
- Parametrized measures and variational principles
- Probabilities and potential
- Probability and measure
- Probability and measure
- Probability and potentials
- Probability measures on locally compact groups
- Probability measures on metric spaces
- Probability theory and elements of measure theory
- Probability theory and elements of measure theory
- Probability theory with the essential analysis
- Probability, random processes, and ergodic properties
- Probability, random processes, and ergodic properties
- Quelques aspects de la théorie des algèbres uniformes et des espaces de Hardy
- Random fields
- Random measures
- Random measures
- Randomness and Recurrence in Dynamical Systems : a Real Analysis Approach
- Randomness and recurrence in dynamical systems
- Rational homotopy type : a constructive study via the theory of the I*-measure
- Ratner's theorems on unipotent flows
- Real analysis
- Real analysis
- Real analysis
- Real analysis
- Real analysis
- Real analysis : theory of measure and integration
- Real analysis : theory of measure and integration
- Real variable and integration : with historical notes
- Repeated measurements and cross-over designs
- Repeated measurements and cross-over designs
- Set transformations and invariant measures. : A survey
- Stochastic optimal control : the discrete time case
- Stochastic processes
- Strong regularity
- Séminaire sur les fonctions aléatoires linéaires et les mesures cylindriques
- Séries
- Tame geometry with application in smooth analysis
- Techniques of multivariate calculation
- The Banach-Tarski paradox
- The Borel-Cantelli Lemma
- The Haar measure
- The Maharam problem
- The concentration of measure phenomenon
- The elements of Cantor sets : with applications
- The elements of integration
- The integrals of Lebesgue, Denjoy, Perron, and Henstock
- The joys of Haar measure
- The mathematical apparatus for quantum-theories ; : based on the theory of Boolean lattices
- The metrical theory of Jacobi-Perron algorithm
- The structure of Lebesgue integration theory
- The theory of measures and integration
- Theory of area
- Theory of charges : a study of finitely additive measures
- Theory of correspondences : including applications to mathematical economics
- Theory of function spaces III
- Thermodynamic formalism and holomorphic dynamical systems
- Topics in measure theory and real analysis
- Topological Riesz spaces and measure theory
- Topological measures and weighted radon measures
- Topology and Borel structure ; : descriptive topology and set theory with applications to functional analysis and measure theory
- Topology and measure
- Transformation groups and invariant measures : set-theoretical aspects
- Uniform algebras and Jensen measures
- Wahrscheinlichkeitstheorie und Grundzüge der Masstheorie
- Weak convergence of measures
- Weak convergence of measures
- Weak convergence of measures: applications in probability

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