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Matrices and Transformations
Matrices and Transformations
Številka: 37751719
Partnerska prodaja
1. Matrices 1.1 Definitions and Elementary Properties 1.2 Matrix Multiplication 1.3 Diagonal Matrices 1.4 Special Real Matrices 1.5 Special Complex Matrices2. Inverse and Systems of Matrices 2.1 Determinants 2.2 Inverse of a Matrix 2 ..
Celoten opis
11,47 €
Partner:
LIBRISTO
Naroči pri partnerju
31.5.2024 -
5.6.2024
predvidena dostava na dom
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Številka:
37751719
Predstavitev
Ta knjiga je v tujem jeziku: Angleščina
Lastnosti knjige
Originalni opis knjige
1. Matrices 1.1 Definitions and Elementary Properties 1.2 Matrix Multiplication 1.3 Diagonal Matrices 1.4 Special Real Matrices 1.5 Special Complex Matrices2. Inverse and Systems of Matrices 2.1 Determinants 2.2 Inverse of a Matrix 2.3 Systems of Matrices 2.4 Rank of a Matrix 2.5 Systems of Linear Equations3. Transformation of the Plane 3.1 Mappings 3.2 Rotations 3.3 Reflections, Dilations, and Magnifications 3.4 Other Transformations 3.5 Linear Homogeneous Transformations 3.6 Orthogonal Matrices 3.7 Translations 3.8 Rigid Motion Transformations4. Eigenvalues and Eigenvectors 4.1 Characteristic Functions 4.2 A Geometric Interpretaion of Eigenvectors 4.3 Some Theorems 4.4 Diagonalization of Matrices 4.5 The Hamilton-Cayley Theorem 4.6 Quadratic Forms 4.7 Classification of the Conics 4.8 Invariants for Conics Bibliography; Answers to Odd-Numbered Exercises; Index
Lastnosti knjige
- Jezik: Angleščina
- Založnik: Dover Publications Inc.
- Vezava: Knjiga – Brošura
- Število strani: 133
Originalni opis knjige
1. Matrices 1.1 Definitions and Elementary Properties 1.2 Matrix Multiplication 1.3 Diagonal Matrices 1.4 Special Real Matrices 1.5 Special Complex Matrices2. Inverse and Systems of Matrices 2.1 Determinants 2.2 Inverse of a Matrix 2.3 Systems of Matrices 2.4 Rank of a Matrix 2.5 Systems of Linear Equations3. Transformation of the Plane 3.1 Mappings 3.2 Rotations 3.3 Reflections, Dilations, and Magnifications 3.4 Other Transformations 3.5 Linear Homogeneous Transformations 3.6 Orthogonal Matrices 3.7 Translations 3.8 Rigid Motion Transformations4. Eigenvalues and Eigenvectors 4.1 Characteristic Functions 4.2 A Geometric Interpretaion of Eigenvectors 4.3 Some Theorems 4.4 Diagonalization of Matrices 4.5 The Hamilton-Cayley Theorem 4.6 Quadratic Forms 4.7 Classification of the Conics 4.8 Invariants for Conics Bibliography; Answers to Odd-Numbered Exercises; Index