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Contemporary linear algebra : student solutions manual (Loan 46 times)

Material type

단행본

Personal Author

Anton, Howard Busby, Robert C. Argabright, Loren.

Title Statement

Contemporary linear algebra : student solutions manual / Howard Anton, Robert C. Busby.

Publication, Distribution, etc

New York : Wiley, 2003.

Physical Medium

236 p. : ill. ; 26 cm.

ISBN

0471170593

Subject Added Entry-Topical Term

Linear algebra.

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001		000045181158
005		20110413113213
008		030819s2003 nyua 000 0 eng
020		▼a 0471170593
035		▼a KRIC08975080
040		▼d 248009 ▼d 248009 ▼d 211009
082	0 4	▼a 512.5 ▼2 22
084		▼a 512.5 ▼2 DDCK
090		▼a 512.5 ▼b A634cS
100	1	▼a Anton, Howard
245	1 0	▼a Contemporary linear algebra : ▼b student solutions manual / ▼c Howard Anton, Robert C. Busby.
260		▼a New York : ▼b Wiley, ▼c 2003.
300		▼a 236 p. : ▼b ill. ; ▼c 26 cm.
650	0	▼a Linear algebra.
700	1	▼a Busby, Robert C.
700	1	▼a Argabright, Loren.

Holdings Information

No.	Location	Call Number	Accession No.	Availability	Due Date	Make a Reservation	Service
No. 1	Location Main Library/Western Books/	Call Number 512.5 A634cS	Accession No. 111621441	Availability Available	Due Date	Make a Reservation	Service B M
No. 2	Location Science & Engineering Library/Sci-Info(Stacks2)/	Call Number 512.5 A634cS	Accession No. 121107907	Availability Available	Due Date	Make a Reservation	Service B M

No.	Location	Call Number	Accession No.	Availability	Due Date	Make a Reservation	Service
No. 1	Location Main Library/Western Books/	Call Number 512.5 A634cS	Accession No. 111621441	Availability Available	Due Date	Make a Reservation	Service B M

No.	Location	Call Number	Accession No.	Availability	Due Date	Make a Reservation	Service
No. 1	Location Science & Engineering Library/Sci-Info(Stacks2)/	Call Number 512.5 A634cS	Accession No. 121107907	Availability Available	Due Date	Make a Reservation	Service B M

Contents information

Author Introduction

HOWARD ANTON(지은이)

<알기쉬운 선형대수>

Robert Busby(지은이)

Conley Maria Anton(지은이)

Information Provided By: :

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CONTENTS
Chapter 1. Vectors = 1
Chapter 2. Systems of Linear Equations = 15
Chapter 3. Matrices and Matrix Algebra = 35
Chapter 4. Determinants = 80
Chapter 5. Matrix Models = 103
Chapter 6. Linear Transformations = 115
Chapter 7. Dimension and Structure = 132
Chapter 8. Diagonalization = 179
Chapter 9. General Vector Spaces = 225

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