Handbook of Matrices by Helmut L?tkepohl (English) Paperback Book

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Matrices are used in many fields such as statistics, econometrics, mathematics, natural sciences and engineering. They provide a concise, simple method for describing long and complicated computations. This is a comprehensive handbook and dictionary of terms for matrix theory.

FORMATPaperback LANGUAGEEnglish CONDITIONBrand New Publisher Description

Matrices are used in many fields such as statistics, econometrics, mathematics, natural sciences and engineering. They provide a concise, simple method for describing long and complicated computations. This is a comprehensive handbook and dictionary of terms for matrix theory.

Back Cover

Matrices are used in many areas such as staustics, econometrics, mathematics, natural sciences and engineering. This handbook provides a collection of numerous results for easy reference in one source, together with a comprehensive dictionary of matrices and related terms. The book is structured and cross-referenced so that specific results and information are easy to locate References for proofs and computational algorithms are provided. Researchers, professionals and students using matrix techniques will find this book to be an invaluable resource for their work. ContentsDefinitions, Notation, TerminologyRules for Matrix OperationsMatrix Valued Functions of a MatrixTrace, Determinant and Rank of a MatrixEigenvalues and Singular ValuesMatrix Decompositions and Canonical FormsVectorization OperatorsVector and Matrix NormsProperties of Special MatricesVector and Matrix DerivativesPolynomials, Power Series and MatricesAppendix References Index A Dictionary of Matrices and Related Terms

Flap

Matrices are used in many areas such as staustics, econometrics, mathematics, natural sciences and engineering. This handbook provides a collection of numerous results for easy reference in one source, together with a comprehensive dictionary of matrices and related terms. The book is structured and cross-referenced so that specific results and information are easy to locate References for proofs and computational algorithms are provided. Researchers, professionals and students using matrix techniques will find this book to be an invaluable resource for their work. Contents Definitions, Notation, Terminology Rules for Matrix Operations Matrix Valued Functions of a Matrix Trace, Determinant and Rank of a Matrix Eigenvalues and Singular Values Matrix Decompositions and Canonical Forms Vectorization Operators Vector and Matrix Norms Properties of Special Matrices Vector and Matrix Derivatives Polynomials, Power Series and Matrices Appendix References Index A Dictionary of Matrices and Related Terms

Author Biography

Helmut Lütkepohl is a German econometrician specializing in time series analysis. Since January 2012, he has been Bundesbank Professor in the field of "Methods of Empirical Economics" at the Free University of Berlin and Dean of the Graduate Center at the German Institute for Economic Research.

Table of Contents

Definitions, Notations, Terminology.Rules for Matrix Operations.Matrix Valued Functions of a Matrix.Trace, Determinant and Rank of a Matrix.Eigenvalues and Singular Values.Matrix Decompositions and Canonical Forms.Vectorization Operators.Vector and Matrix Norms.Properties of Special Matrices.Vector and Matrix Derivatives.Polynomials, Power Series and Matrices.Appendix.References.Index.

Long Description

Matrices are used in many areas such as staustics, econometrics, mathematics, natural sciences and engineering. This handbook provides a collection of numerous results for easy reference in one source, together with a comprehensive dictionary of matrices and related terms. The book is structured and cross-referenced so that specific results and information are easy to locate References for proofs and computational algorithms are provided. Researchers, professionals and students using matrix techniques will find this book to be an invaluable resource for their work. Contents Definitions, Notation, Terminology Rules for Matrix Operations Matrix Valued Functions of a Matrix Trace, Determinant and Rank of a Matrix Eigenvalues and Singular Values Matrix Decompositions and Canonical Forms Vectorization Operators Vector and Matrix Norms Properties of Special Matrices Vector and Matrix Derivatives Polynomials, Power Series and Matrices Appendix References Index A Dictionary of Matrices and Related Terms

Feature

Collects numerous results in one source for easy reference. Organized and cross-referenced so that specific results and information are easy to located.

Details ISBN0471970158 Language English ISBN-10 0471970158 ISBN-13 9780471970156 Media Book Format Paperback Edition 1st Pages 320 Illustrations black & white illustrations Short Title HANDBK OF MATRICES DOI 10.1604/9780471970156 UK Release Date 1996-07-08 NZ Release Date 1996-07-08 US Release Date 1996-07-08 Author Helmut Lütkepohl Publisher John Wiley & Sons Inc Year 1996 Publication Date 1996-07-08 Imprint John Wiley & Sons Inc Place of Publication New York Country of Publication United States Alternative 9780471966883 DEWEY 512.9434 Audience Professional & Vocational AU Release Date 1996-07-07 We've got this

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