Written for the undergraduate who has completed a year of calculus, this clear, skillfully organized text combines two important topics in modern mathematics in one comprehensive volume.

As Professor Dettman (Oakland University, Rochester, Michigan) points out, "Not only is linear algebra indispensable to the mathematics major, but . . . it is that part of algebra which is most useful in the application of mathematical analysis to other areas, e.g. linear programming, systems analysis, statistics, numerical analysis, combinatorics, and mathematical physics."

The book progresses from familiar ideas to more complex and difficult concepts, with applications introduced along the way, to clarify or illustrate theoretical material.

Among the topics covered are complex numbers, including two-dimensional vectors and functions of a complex variable; matrices and determinants; vector spaces; symmetric and hermitian matrices; first order nonlinear equations; linear differential equations; power-series methods; Laplace transforms; Bessel functions; systems of differential equations; and boundary value problems.

To reinforce and expand each chapter, numerous worked-out examples are included. A unique pedagogical feature is the starred section at the end of each chapter. Although these sections are not essential to the sequence of the book, they are related to the basic material and offer advanced topics to stimulate the more ambitious student. These topics include power series; existence and uniqueness theorems; Hilbert spaces; Jordan forms; Green's functions; Bernstein polynomials; and the Weierstrass approximation theorem.

This carefully structured textbook provides an ideal, step-by-step transition from first-year calculus to multivariable calculus and, at the same time, enables the instructor to offer special challenges to students ready for more advanced material.

*"synopsis" may belong to another edition of this title.*

Excellent introductory text for students with one year of calculus. Topics include complex numbers, determinants, orthonormal bases, symmetric and hermitian matrices, first order non-linear equations, linear differential equations, Laplace transforms, Bessel functions and boundary-value problems. Includes 48 black-and-white illustrations. Exercises with solutions. Index.

*"About this title" may belong to another edition of this title.*

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Quantity Available: > 20

Seller

Rating

**Book Description **1986. PAP. Book Condition: New. New Book. Shipped from US within 10 to 14 business days. Established seller since 2000. Bookseller Inventory # V0-9780486651910

More Information About This Seller | Ask Bookseller a Question

Published by
Dover Publishers

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Quantity Available: > 20

Seller

Rating

**Book Description **Dover Publishers. Book Condition: New. Brand New. Bookseller Inventory # 0486651916

More Information About This Seller | Ask Bookseller a Question

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Paperback
Quantity Available: 15

Seller

Rating

**Book Description **Paperback. Book Condition: New. Bookseller Inventory # 1051656

More Information About This Seller | Ask Bookseller a Question

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Quantity Available: 19

Seller

Rating

**Book Description **1986. PAP. Book Condition: New. New Book.Shipped from US within 10 to 14 business days. Established seller since 2000. Bookseller Inventory # IB-9780486651910

More Information About This Seller | Ask Bookseller a Question

Published by
Dover Publications Inc., United States
(1987)

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Paperback
Quantity Available: 10

Seller

Rating

**Book Description **Dover Publications Inc., United States, 1987. Paperback. Book Condition: New. New edition. 213 x 135 mm. Language: English . Brand New Book. Written for the undergraduate who has completed a year of calculus, this clear, skillfully organized text combines two important topics in modern mathematics in one comprehensive volume. As Professor Dettman (Oakland University, Rochester, Michigan) points out, Not only is linear algebra indispensable to the mathematics major, but . . . it is that part of algebra which is most useful in the application of mathematical analysis to other areas, e.g. linear programming, systems analysis, statistics, numerical analysis, combinatorics, and mathematical physics. The book progresses from familiar ideas to more complex and difficult concepts, with applications introduced along the way, to clarify or illustrate theoretical material. Among the topics covered are complex numbers, including two-dimensional vectors and functions of a complex variable; matrices and determinants; vector spaces; symmetric and hermitian matrices; first order nonlinear equations; linear differential equations; power-series methods; Laplace transforms; Bessel functions; systems of differential equations; and boundary value problems. To reinforce and expand each chapter, numerous worked-out examples are included. A unique pedagogical feature is the starred section at the end of each chapter. Although these sections are not essential to the sequence of the book, they are related to the basic material and offer advanced topics to stimulate the more ambitious student. These topics include power series; existence and uniqueness theorems; Hilbert spaces; Jordan forms; Green s functions; Bernstein polynomials; and the Weierstrass approximation theorem. This carefully structured textbook provides an ideal, step-by-step transition from first-year calculus to multivariable calculus and, at the same time, enables the instructor to offer special challenges to students ready for more advanced material. Bookseller Inventory # AAC9780486651910

More Information About This Seller | Ask Bookseller a Question

Published by
Dover Publications
(1986)

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Paperback
Quantity Available: 19

Seller

Rating

**Book Description **Dover Publications, 1986. Paperback. Book Condition: New. Bookseller Inventory # 0486651916

More Information About This Seller | Ask Bookseller a Question

Published by
Dover Publications Inc., United States
(1987)

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Paperback
Quantity Available: 10

Seller

Rating

**Book Description **Dover Publications Inc., United States, 1987. Paperback. Book Condition: New. New edition. 213 x 135 mm. Language: English . Brand New Book. Written for the undergraduate who has completed a year of calculus, this clear, skillfully organized text combines two important topics in modern mathematics in one comprehensive volume. As Professor Dettman (Oakland University, Rochester, Michigan) points out, Not only is linear algebra indispensable to the mathematics major, but . . . it is that part of algebra which is most useful in the application of mathematical analysis to other areas, e.g. linear programming, systems analysis, statistics, numerical analysis, combinatorics, and mathematical physics. The book progresses from familiar ideas to more complex and difficult concepts, with applications introduced along the way, to clarify or illustrate theoretical material. Among the topics covered are complex numbers, including two-dimensional vectors and functions of a complex variable; matrices and determinants; vector spaces; symmetric and hermitian matrices; first order nonlinear equations; linear differential equations; power-series methods; Laplace transforms; Bessel functions; systems of differential equations; and boundary value problems. To reinforce and expand each chapter, numerous worked-out examples are included. A unique pedagogical feature is the starred section at the end of each chapter. Although these sections are not essential to the sequence of the book, they are related to the basic material and offer advanced topics to stimulate the more ambitious student. These topics include power series; existence and uniqueness theorems; Hilbert spaces; Jordan forms; Green s functions; Bernstein polynomials; and the Weierstrass approximation theorem. This carefully structured textbook provides an ideal, step-by-step transition from first-year calculus to multivariable calculus and, at the same time, enables the instructor to offer special challenges to students ready for more advanced material. Bookseller Inventory # AAC9780486651910

More Information About This Seller | Ask Bookseller a Question

Published by
Dover Publications

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
PAPERBACK
Quantity Available: 1

Seller

Rating

**Book Description **Dover Publications. PAPERBACK. Book Condition: New. 0486651916. Bookseller Inventory # Z0486651916ZN

More Information About This Seller | Ask Bookseller a Question

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Paperback
Quantity Available: 1

Seller

Rating

**Book Description **Paperback. Book Condition: New. 137mm x 21mm x 215mm. Paperback. Excellent introductory text for students with one year of calculus. Topics include complex numbers, determinants, orthonormal bases, symmetric and hermitian matrices, first order non-linea.Shipping may be from multiple locations in the US or from the UK, depending on stock availability. 416 pages. 0.431. Bookseller Inventory # 9780486651910

More Information About This Seller | Ask Bookseller a Question

Published by
Dover Publications

ISBN 10: 0486651916
ISBN 13: 9780486651910

New
Paperback
Quantity Available: 18

Seller

Rating

**Book Description **Dover Publications. Paperback. Book Condition: New. Paperback. 416 pages. Dimensions: 8.4in. x 5.3in. x 0.9in.Written for the undergraduate who has completed a year of calculus, this clear, skillfully organized text combines two important topics in modern mathematics in one comprehensive volume. As Professor Dettman (Oakland University, Rochester, Michigan) points out, Not only is linear algebra indispensable to the mathematics major, but . . . it is that part of algebra which is most useful in the application of mathematical analysis to other areas, e. g. linear programming, systems analysis, statistics, numerical analysis, combinatorics, and mathematical physics. The book progresses from familiar ideas to more complex and difficult concepts, with applications introduced along the way, to clarify or illustrate theoretical material. Among the topics covered are complex numbers, including two-dimensional vectors and functions of a complex variable; matrices and determinants; vector spaces; symmetric and hermitian matrices; first order nonlinear equations; linear differential equations; power-series methods; Laplace transforms; Bessel functions; systems of differential equations; and boundary value problems. To reinforce and expand each chapter, numerous worked-out examples are included. A unique pedagogical feature is the starred section at the end of each chapter. Although these sections are not essential to the sequence of the book, they are related to the basic material and offer advanced topics to stimulate the more ambitious student. These topics include power series; existence and uniqueness theorems; Hilbert spaces; Jordan forms; Greens functions; Bernstein polynomials; and the Weierstrass approximation theorem. This carefully structured textbook provides an ideal, step-by-step transition from first-year calculus to multivariable calculus and, at the same time, enables the instructor to offer special challenges to students ready for more advanced material. This item ships from multiple locations. Your book may arrive from Roseburg,OR, La Vergne,TN. Paperback. Bookseller Inventory # 9780486651910

More Information About This Seller | Ask Bookseller a Question