Matrix Algebra for Applied EconomicsISBN: 978-0-471-32207-8
Hardcover
432 pages
September 2001
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List of Chapters.
Preface.
BASICS.
Introduction.
Basic Matrix Operations.
Special Matrices.
Determinants.
Inverse Matrices.
NECESSARY THEORY.
Linearly (IN)Dependent Vectors.
Rank.
Canonical Forms.
Generalized Inverses.
Solving Linear Equations.
Eigenroots and Eigenvectors.
Miscellanea.
WORKING WITH MATRICES.
Applying Linear Equations.
Regression Analysis.
Linear Statistical Models.
Linear Programming.
Markov Chain Models.
References.
Index.
Preface.
BASICS.
Introduction.
Basic Matrix Operations.
Special Matrices.
Determinants.
Inverse Matrices.
NECESSARY THEORY.
Linearly (IN)Dependent Vectors.
Rank.
Canonical Forms.
Generalized Inverses.
Solving Linear Equations.
Eigenroots and Eigenvectors.
Miscellanea.
WORKING WITH MATRICES.
Applying Linear Equations.
Regression Analysis.
Linear Statistical Models.
Linear Programming.
Markov Chain Models.
References.
Index.