Oxford Linear Algebra for Scientists
-10%
portes grátis
Oxford Linear Algebra for Scientists
Lukas, Andre
Oxford University Press
06/2022
432
Dura
Inglês
9780198844914
15 a 20 dias
970
Descrição não disponível.
1: Linearity - an informal introduction
2: Sets and functions
3: Groups
4: Fields
5: Coordinate vectors
6: Vector spaces
7: Elementary vector space properties
8: Vector subspaces
9: The dot product
10: Vector and triple product
11: Lines and planes
12: Introduction to linear maps
13: Matrices
14: The structure of linear maps
15: Linear maps in terms of matrices
16: Computing with matrices
17: Linear systems
18: Determinants
19: Basics of eigenvalues
20: Diagonalising linear maps
21: The Jordan normal form
22: Scalar products
23: Adjoint and unitary maps
24: Diagonalisation - again
25: Bi-linear and sesqui-linear forms
26: The dual vector space
27: Tensors
2: Sets and functions
3: Groups
4: Fields
5: Coordinate vectors
6: Vector spaces
7: Elementary vector space properties
8: Vector subspaces
9: The dot product
10: Vector and triple product
11: Lines and planes
12: Introduction to linear maps
13: Matrices
14: The structure of linear maps
15: Linear maps in terms of matrices
16: Computing with matrices
17: Linear systems
18: Determinants
19: Basics of eigenvalues
20: Diagonalising linear maps
21: The Jordan normal form
22: Scalar products
23: Adjoint and unitary maps
24: Diagonalisation - again
25: Bi-linear and sesqui-linear forms
26: The dual vector space
27: Tensors
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
1: Linearity - an informal introduction
2: Sets and functions
3: Groups
4: Fields
5: Coordinate vectors
6: Vector spaces
7: Elementary vector space properties
8: Vector subspaces
9: The dot product
10: Vector and triple product
11: Lines and planes
12: Introduction to linear maps
13: Matrices
14: The structure of linear maps
15: Linear maps in terms of matrices
16: Computing with matrices
17: Linear systems
18: Determinants
19: Basics of eigenvalues
20: Diagonalising linear maps
21: The Jordan normal form
22: Scalar products
23: Adjoint and unitary maps
24: Diagonalisation - again
25: Bi-linear and sesqui-linear forms
26: The dual vector space
27: Tensors
2: Sets and functions
3: Groups
4: Fields
5: Coordinate vectors
6: Vector spaces
7: Elementary vector space properties
8: Vector subspaces
9: The dot product
10: Vector and triple product
11: Lines and planes
12: Introduction to linear maps
13: Matrices
14: The structure of linear maps
15: Linear maps in terms of matrices
16: Computing with matrices
17: Linear systems
18: Determinants
19: Basics of eigenvalues
20: Diagonalising linear maps
21: The Jordan normal form
22: Scalar products
23: Adjoint and unitary maps
24: Diagonalisation - again
25: Bi-linear and sesqui-linear forms
26: The dual vector space
27: Tensors
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
