Approximation, Probability, and Related Fields

Table of Contents

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   Book Overview
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   Chapter 1 Preservation of Moduli of Continuity for Bernstein-Type Operators
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   Chapter 2 L p -Korovkin Type Inequalities for Positive Linear Operators
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   Chapter 3 On Some Shift-Invariant Integral Operators, Multivariate Case
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   Chapter 4 Multivariate Probabilistic Wavelet Approximation
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   Chapter 5 Probabilistic Approach to the Rounding Problem with Applications to Fair Representation
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   Chapter 6 Limit Theorems for Random Multinomial Forms
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   Chapter 7 Multivariate Boolean Trapezoidal Rules
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   Chapter 8 Convergence Results for an Extension of the Fourier Transform
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    Chapter 9 Euler Functions E α (z) with Complex α and Applications
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    Chapter 10 On the Role of ℓ ∞ in Approximation Theory
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    Chapter 11 The Action Constants
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    Chapter 12 Bivariate Probability Distributions Similar to Exponential
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    Chapter 13 Probability, Waiting-Time Results for Pattern and Frequency Quotas in the Same Inverse Sampling Problem via the Dirichlet
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    Chapter 14 Asymptotic Normality of the Collision Resolution Interval for a Multiple Access Protocol
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    Chapter 15 An Example of Non-Gaussian Density Process
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    Chapter 16 Limit Theorems for Functionals of Markov Processes and Renormalizable Stable Fields
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    Chapter 17 Stable Models in Testable Asset Pricing
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    Chapter 18 A Note on the Death Process with a Random Parameter
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    Chapter 19 Stochastic Approximation Under Dependent Noises, Detecting Signals and Adaptive Control
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    Chapter 20 Uniform Norm of Polynomials Constrained with Many Zeros in Two Disjoint Intervals
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    Chapter 21 Admissible Location of Sample Points of Interpolation by Bivariate C 1 Quadratic Splines
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    Chapter 22 On a Bernstein-Type Operator of Bleimann, Butzer and Hahn III
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    Chapter 23 A Problem of Analytic Monotone Extension in Three Dimensions
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    Chapter 24 On the Joint Estimation of Stable Law Parameters
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    Chapter 25 Representation and Properties of Geometric Stable Laws
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    Chapter 26 Rearrangements of Conditionally Integrable Functions
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    Chapter 27 Wavelet Transforms and Wavelet Approximations
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    Chapter 28 Approximations and Derivatives of Probability Functions
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    Chapter 29 Rate of Convergence in the Central Limit Theorem for Generalized Convolutions
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    Chapter 30 Order Completeness of L 1 with Applications to Stochastics
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    Chapter 31 On Reliability Analysis of Consecutive- k Out-Of- n : F Systems and Their Generalizations — A Survey
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    Chapter 32 The Uniform Closure of Convex Semi-Lattices
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    Chapter 33 Another Pairwise Independent, Stationary Chain
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    Chapter 34 The Lebesgue Integral as an Improper Riemann Integral
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    Chapter 35 Tests of Existence of Generalized Riemann Integrals
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    Chapter 36 Remark on a Theorem about Polynomials