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Resources
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R1- Sabuncuoğlu, A. (2017). Mühendislik ve İstatistik Bölümleri için Lineer Cebir (2.Basım), Nobel Yayınları, Ankara.
R2- Adams, R. A. & Christopfer, E. (2010). Çeviren: Terziler, M. & Öner, T. (2017). Kalkülüs Eksiksiz Bir Ders (1. Basım), Palme Yayınevi, Ankara.
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Content
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Matrices and systems of equations: Linear systems of equations, Row Echelon form, Matrix form, elementary matrices, separated matrices, Determinants: Determinant of a matrix, properties of determinant, Cramer`s rule, Vector spaces: definition and examples, subspaces, linear dependence, Basis and dimension, base change, row space and column space, Linear transformations: definition and examples, matrix representation of linear representations, similarity, Orthogonality: scalar product in n-dimensional real space, orthogonal subspaces, Least squares method, inner product spaces, orthonormal sets, Gram-Shmidt orthogonalization operation, orthogonal polynomials, Eigenvalues ??and eigenvectors, diagonalization, Hermit matrices, single value decomposition, Quadratic forms, Positively defined matrices
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