Euclidean Design Theory
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Beschreibung
Covers the constructions of optimal experimental designs comprehensively
Provides a novel framework for understanding optimal designs, based on the theory of cubature formulas in analysis and spherical/Euclidean designs in combinatorics
Presents a fresh approach for introducing the theory of the cubature formula with reproducing kernel Hilbert space in functional analysis
Covers the constructions of optimal experimental designs comprehensively Provides a novel framework for understanding optimal designs, based on the theory of cubature formulas in analysis and spherical/Euclidean designs in combinatorics Presents a fresh approach for introducing the theory of the cubature formula with reproducing kernel Hilbert space in functional analysis
Autor*in
Masanori Sawa
Themen in »Euclidean Design Theory«
Cubature Formula Spherical Design Euclidean Design Optimal Design Reproducing Kernel
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“This book can be used in a PhD course for mathematicians or statisticians with a solid background in numerical analysis, and can be used as a reference for researchers who need to use Euclidean designs or cubature formulae or both.” (Fabio Rapallo, Mathematical Reviews, October, 2020)
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