Blader # Kavels

347 vermeldingen gevonden. Resultaten 1 tot 20 weergeven
Abstract Harmonic Analysis I

Abstract Harmonic Analysis IEdwin Hewitt, Kenneth A. RossVolume I Structure of Topological Groups Integration Theory Group Representations

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Order and Convexity in Potential Theory: H-Cones

Order and Convexity in Potential Theory: H-ConesNicu Boboc, Gheorghe Bucur, Aurel Cornea1. Resolvents 2. H-Cones 3. H-Cones of functions 4. Standard H-Cones 5. Potential ...

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Fine Topology Methods in Real Analysis and Potential Theory

Fine Topology Methods in Real Analysis and Potential TheoryJaroslav Lukeš, Jan Malý, Luděk Zajíček1. Base operator spaces 2. General properties of fine topologies 3....

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Potential Theory - An Analytic and Probabilistic Approach to Balayage

Potential Theory - An Analytic and Probabilistic Approach to BalayageJ. Bliedtner, W. Hansen0. Classical Potential Theory I. General Preliminaries II. Excessive Functions...

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Order and Potential Resolvent Families of Kernels

Order and Potential Resolvent Families of KernelsAurel Cornea, Gabriela Licea1. σ-Lattice Cones 2. The Potential Theory of a Single Kernel 3. Potential Theory Associated...

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Topology and Measure

Topology and MeasureFlemming TopsøeI. Measure and integral II. Definition and basic properties of the weak topology

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Finely Harmonic Functions

Finely Harmonic FunctionsBent FugledeI. Preliminaries II. Capacity in axiomatic potential theory III. Finely harmonic and finely hyperharmonic functions IV. Applications

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On Topologies and Boundaries in Potential Theory

On Topologies and Boundaries in Potential TheoryMarcel BrelotPart 1: Inner Fine Topology Part 2: Boundary Theories and Minimal Thinness

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Riesz Spaces I

Riesz Spaces IW.A.J. Luxemburg, A.C. Zaanen1. Distributive lattices and normed function spaces 2. Elementary properties of ordered vector spaces and Riesz spaces 3. Ideal...

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Potential Theory on Harmonic Spaces

Potential Theory on Harmonic SpacesCorneliu Constantinescu, Aurel Cornea1. Harmonic Sheaves and Hyperharmonic Sheaves 2. Harmonic Spaces 3. Bauer Spaces and Brelot Spaces...

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Probabilities and Potential

Probabilities and PotentialClaude Dellacherie, Paul-André MeyerI. Measurable spaces II. Probability laws and mathematical expectation III. Complements to measure theory ...

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Probabilities and Potential B

Probabilities and Potential BClaude Dellacherie, Paul-André MeyerV. Generalities and the discrete case VI. Continuous parameter martingales VII. Decomposition of superma...

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Extremal Length and Closed Extensions of Partial Differential Equations

Extremal Length and Closed Extensions of Partial Differential EquationsBent FugledeI. Preliminaries II. First order systems III. Generalized derivation of exterior differ...

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Local Operators and Markov Processes

Local Operators and Markov ProcessesLucretiu StoicaI. Local Operators II. Quasiharmonic Spaces III. Topological Properties of Global Transition Function IV. The Addition ...

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Unimodality, Convexity, and Applications

Unimodality, Convexity, and ApplicationsSudhakar Dharmadhikari, Kumar Joag-dev1. Properties of Univariate Unimodal Distributions 2. Concepts of Multivariate Unimodality 3...

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Fake topological Hilbert spaces and characterizations of dimension in terms of negligibility

Fake topological Hilbert spaces and characterizations of dimension in terms of negligibilityJ.J. Dijkstra1. General theory 2. Finite dimensional spaces 3. The Hilbert cub...

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Intermediate Algebra

Intermediate AlgebraMervin L. Keedy, Marvin L. Bittinger1. Algebra and Real Numbers 2. Solving Equations and Inequalities 3. Graphs of Equations and Inequalities 4. Syste...

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University of London - Examination Papers B.A. Honours and B.Sc. Special Mathematics

University of London - Examination Papers B.A. Honours and B.Sc. Special Mathematicsof London - Examination Papers B.A. Honours and B.Sc. Special Mathematics

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Practical Shop Mathematics I

Practical Shop Mathematics IJohn H. Wolfe, Everett R. PhelpsI. Common Fractions II. Checking Multiplication and Division by the Excess of Nines III. Decimals IV. Micromet...

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General Mathematics III

General Mathematics IIIJ.B. Channon, A. McLeish SmithBook III contains good chapters on everyday arithmetic, and on plans and elevations as well as the usual topics found...

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