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CRC Press Common Zeros of Polynomials in Several Variables - Higher Dimensional Quadrature

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Description

This comprehensive research monograph systematically examines the common zeros of polynomials in several variables and their connection to higher dimensional quadrature methods. Written by leading experts, the book presents a novel approach grounded in the recent advancement of orthogonal polynomials in several variables, departing significantly from traditional methods rooted in algebraic ideal theory. The work compiles substantial new research, original theorems, and fresh proofs throughout, making it an essential reference for scholars and researchers working in numerical analysis, orthogonal polynomial theory, and related mathematical disciplines. Published by Chapman & Hall/CRC as part of their respected Research Notes in Mathematics Series, this self-contained volume offers rigorous treatment suitable for advanced students and established researchers seeking to deepen their understanding of polynomial behaviour in multidimensional spaces and its practical applications in numerical computation.

Key Features

Systematic analysis of common zeros of polynomials in several variables using orthogonal polynomial theory as the foundation.

Novel mathematical approach that departs from traditional algebraic ideal theory methods and reflects recent developments in the field.

Self-contained presentation featuring new theorems and original proofs throughout the text suitable for advanced mathematical study.

Comprehensive coverage of higher dimensional quadrature techniques and their connection to polynomial zeros in multiple variables.

Published by Chapman & Hall/CRC in the Research Notes in Mathematics Series for scholarly authority and peer-reviewed quality.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
28 June 2018
Listed Since
28 June 2018

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