Text book of linear algebra:
by Pandhari, A. S.
[ BOOKS ] Edition statement:1st ed. Published by : Vision publications, (Pune:) Physical details: 202 p.: 18 cm Year: 2019 Item type: BOOKS
| Home library | Call number | Copy number | Status | Date due | Barcode | Item holds |
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AEF's Arihant college of Arts, Commerce and Science, Camp, Pune-01
Contact: Ankushe Sheetal Suresh, ( BSc Chemistry), MLISc, SET, NET
Librarian,
Arihant College of Arts Commerce And Science,
Pune Camp, Pune-01
Ph. No. 02067270906
E-mail: ac.library@arihantacs.edu.in
|
510 PAN (Browse shelf) | 1 | Checked out to Arsheen SHAIKH (STAFF-17) | 16.07.2025 | 5146 | |
|
AEF's Arihant college of Arts, Commerce and Science, Camp, Pune-01
Contact: Ankushe Sheetal Suresh, ( BSc Chemistry), MLISc, SET, NET
Librarian,
Arihant College of Arts Commerce And Science,
Pune Camp, Pune-01
Ph. No. 02067270906
E-mail: ac.library@arihantacs.edu.in
|
510 PAN (Browse shelf) | 2 | Available | 5147 | ||
|
AEF's Arihant college of Arts, Commerce and Science, Camp, Pune-01
Contact: Ankushe Sheetal Suresh, ( BSc Chemistry), MLISc, SET, NET
Librarian,
Arihant College of Arts Commerce And Science,
Pune Camp, Pune-01
Ph. No. 02067270906
E-mail: ac.library@arihantacs.edu.in
|
510 PAN (Browse shelf) | 3 | Available | 5148 | ||
|
AEF's Arihant college of Arts, Commerce and Science, Camp, Pune-01
Contact: Ankushe Sheetal Suresh, ( BSc Chemistry), MLISc, SET, NET
Librarian,
Arihant College of Arts Commerce And Science,
Pune Camp, Pune-01
Ph. No. 02067270906
E-mail: ac.library@arihantacs.edu.in
|
510 PAN (Browse shelf) | 4 | Checked out to Sohel SHABDI (BCS-2023-12) | 17.01.2024 | 5149 | |
|
AEF's Arihant college of Arts, Commerce and Science, Camp, Pune-01
Contact: Ankushe Sheetal Suresh, ( BSc Chemistry), MLISc, SET, NET
Librarian,
Arihant College of Arts Commerce And Science,
Pune Camp, Pune-01
Ph. No. 02067270906
E-mail: ac.library@arihantacs.edu.in
|
510 PAN (Browse shelf) | 5 | Available | 5150 |
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Contents
1. Vector Spaces
1. Vector Space and Subspaces
2. Null Spaces, Column Spaces and Linear Transformations
3. Linearly Independent Sets: Bases
4. Co-ordinate Systems
5. The Dimension of a Vector Space
6. Rank
2. Eigenvalues and Eigenvectors
1. Introduction
2. Eigenvalues and Eigenvectors
3. Characteristic Equation
4. Diagonalization
5. Eigenvectors and Linear Transformations
3. Orthogonality and Symmetric Matrices
1. Inner Product, Length and Orthogonality
2. Orthogonal Sets
3. Orthogonal Projections
4. Diagonalization of Symmetric Matrices
5. Quadratic Forms
4. The Geometry of Vector Spaces
1. Affine Combinations
2. Affine Independence
3. Convex Combinations
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