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Matrix Mathematics: Theory, Facts, and Formulas - Second Edition [Paperback] Ber

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Las opciones de envío

No hay precio de envío se especifica en MX
Los buques de United States Us

La política de devoluciones

Protección de compra

Opciones de pago

PayPal accepted
PayPal Credit accepted
Venmo accepted
PayPal, MasterCard, Visa, Discover, and American Express accepted
Maestro accepted
Amazon Pay accepted
Nuvei accepted

Rasgos del artículo

Categoría:

School Textbooks & Study Guides

cantidad disponible:

Sólo uno en stock, para muy pronto

Condition:

Used; Very Good

ISBN:

0691140391

Format:

Paperback

Language:

English

Author:

Bernstein, Dennis S.

Edition:

Second

ISBN-10:

0691140391

EAN:

9780691140391

GTIN:

09780691140391

binding:

paperback

Bullet Point:

Used Book in Good Condition

brand:

Princeton University Press

Unspsc Code:

55101500

Subject Code:

PBF

Part Number:

25691095

mpn:

25691095

Externally Assigned Product Identifier:

0691140391

manufacturer:

Princeton University Press

genre:

MATHEMATICS

Publication Date:

2009-07-26T00:00:01Z

Supplier Declared Dg Hz Regulation:

not_applicable

Item Name:

Matrix Mathematics: Theory, Facts, and Formulas - Second Edition

Product Site Launch Date:

2008-09-08T09:01:30-00:00

Subject:

MATHEMATICS / Matrices

Target Audience:

Tertiary education

Item Type Keyword:

book

Textbook Type:

unknown

Street Date:

2009-07-26T00:00:01Z

Detalles del anuncio

Envío de descuento:

No ofrece el envío combinado

Publicado en venta:

September 7

Artículo número:

1768535026

Descripción del Artículo

Used book in Very Good condition, almost Like New. Additional Details ------------------------------ Subject keyword: Eigenvalues and eigenvectors; Existential quantification; Positive-definite matrix; Lyapunov stability; Invertible matrix; Positive semidefinite; Theorem; Complex number; Right inverse; Transfer function; Permutation matrix; Polynomial matrix; Corollary; Addition; Partially ordered set; Division by zero; Polynomial; Natural number; Kronecker product; Hermitian matrix; Multiset; Subset; Linear algebra; Big O notation; Real number; Connectivity (graph theory); Diagonalization; Edition (book); Quadrilateral; Upper and lower bounds; Left inverse; Matrix representation; Scientific notation; Determinant; Permutation; Square matrix; Matrix calculus; Strongly connected component; Affine space; Matrix norm; Jordan normal form; Engineering; Control theory; Diagonal matrix; Identity matrix; Characteristic polynomial; Matrix exponential; Group (mathematics); Logarithm; Function (mathematics); Canonical form; Hadamard product (matrices); Imaginary number; Hamiltonian path; Quantity; Unitary matrix; Singular value decomposition; Convex set; Special case; Idempotent matrix; Observability; Nilpotent matrix; Coefficient; Matrix decomposition; Stability theory; Matrix multiplication; Block matrix; Integer; Linear differential equation; Elementary matrix