A first course in linear algebra

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A first course in linear algebra / Robert A. Beezer. - Version 2.02. - Tacoma : Beezer Robert A., 2008. - XXXVIII, [9], 894 strony ; 28 cm.

Author

Beezer Robert A. Autor

Form of Work

Książki Publikacje naukowe

Subject

Algebra liniowa

Domain

Matematyka

Systems of Linear Equations Solving of linear equations Reduced Row-echelon form Types of solution sets Homogeneous systems of equations Nonsingular matrices Vector operations Linear combinations Spanning sets Linear Dependence Otthogonality Matrix Operations manipulationn inverses and systems of linear equations and nonsingular matrices column and row spaces Four subsets vector spaces subspaces Linear independence and spanning sets bases Dimension Properties of dimension Determinants of a matrix Properties of determinants of matrices Eigenvalues and eigenvectors Properties of eigenvalues and eigenvectors similarity and diagonalization Linear transformations Injective linear transformations Surjective linear transformations Invertible linear transformations Vector representations Matrix representations Change of basic Orthonormal diagonalization Nilpotent Linear Transformation Invariant subspaces Jordab canonical form Mathematica Texas Instruments Open source mathematics software Preliminaries archytypes GFDL GNU Fields Trace Hadamard product Vandermonde matrix positive semi-definite matrices Matrix decomposition Curve fitting Sharing a secret

Sygnatura czytelni BMW: XIII 37

Availability:

Biblioteka Międzywydziałowa

Copies are only available in the library: sygn. MZ 378 N (1 egz.)

Notes:

Bibliography, etc. note

Indeks.