Description
Book Synopsis.- Ed Saff at 80: Career and Distinguished Scientific Contributions.
.- Exponential bases on modified domains.
.- Positive definite singular kernels on two-point homogeneous spaces.
.- H¨ormander and Bernhardsson’s extremal function I.
.- Absolute Minima of Potentials of a Certain Class of Spherical Designs.
.- Logarithmic and Riesz Energy on the Sphere: Better Bounds via elementary Methods.
.- Energy of codes with forbidden distances in 48 dimensions.
.- Frequency-dependent stability for Gabor frames.
.- A nonnegative even kernel arising from extremal sine polynomials.
.- The number of real zeros of polynomials with constrained coefficients.
.- Approximate orthogonality, Bourgain’s pinned distance theorem, and exponential frames.
.- Application of Sparse Grids to Approximation and Optimization.
.- Shape preserving approximation of periodic functions–A survey.
.- Spaces of trigonometric series and the Wiener algebra.
.- Variational Conditions on Extremal Orthonormal Polynomials for Restricted Measures.
.- Behavior of bounded solutions, ??(??, ??), to the heat equation in R?? × (0, ∞)as ?? → ∞.
.- Weighted equilibrium and the flow of derivatives of polynomials.
.- A linear programming bound in a sign-alternating case.
.- Approximation by Fourier sums on the classes of generalized Poisson integrals.
.- On Linear Spaces with Ideal Complements.
.- On Analytic Functions with Taylor Coefficients Taken from a Finite Set.
