Coursera - Linear Algebra from Elementary to Advanced Specialization

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Coursera - Linear Algebra from Elementary to Advanced Specialization

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Coursera - Linear Algebra from Elementary to Advanced Specialization
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01_cramers-rule-volume-and-linear-transformations.en.srt
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01_cramers-rule-volume-and-linear-transformations.en.txt
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01_cramers-rule-volume-and-linear-transformations.mp4
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01_diagonalization.en.srt
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01_diagonalization.en.txt
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01_diagonalization.mp4
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01_dimension-and-rank.en.srt
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01_dimension-and-rank.en.txt
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01_dimension-and-rank.mp4
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01_eigenvectors-and-linear-transformations.en.srt
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01_eigenvectors-and-linear-transformations.en.txt
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01_eigenvectors-and-linear-transformations.mp4
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01_gram-schmidt-process.en.srt
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01_gram-schmidt-process.en.txt
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01_gram-schmidt-process.mp4
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01_inner-product-length-and-orthogonality.en.srt
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01_inner-product-length-and-orthogonality.en.txt
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01_inner-product-length-and-orthogonality.mp4
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01_introduction-to-determinants.en.srt
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01_introduction-to-determinants.en.txt
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01_introduction-to-determinants.mp4
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01_introduction-to-eigenvalues-and-eigenvectors.en.srt
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01_introduction-to-eigenvalues-and-eigenvectors.en.txt
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01_introduction-to-eigenvalues-and-eigenvectors.mp4
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01_introduction-to-linear-transformations.en.srt
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01_introduction-to-linear-transformations.en.txt
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01_introduction-to-linear-transformations.mp4
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01_inverse-matrices.en.srt
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01_inverse-matrices.en.txt
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01_inverse-matrices.mp4
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01_least-squares-problems.en.srt
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01_least-squares-problems.en.txt
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01_least-squares-problems.mp4
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01_linear-independence.en.srt
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01_linear-independence.en.txt
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01_linear-independence.mp4
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01_markov-chains_10.01-_introduction_to_
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01_markov-chains_Application__Markov_Chains.pdf
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01_markov-chains_instructions.html
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01_markov-chains_stochastic-matrices.html
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01_matrix-equations.en.srt
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01_matrix-equations.en.txt
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01_matrix-equations.mp4
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01_matrix-operations.en.srt
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01_matrix-operations.en.txt
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01_matrix-operations.mp4
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01_new-video.en.srt
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01_new-video.en.txt
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01_new-video.mp4
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01_orthogonal-projections.en.srt
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01_orthogonal-projections.en.txt
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01_orthogonal-projections.mp4
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01_orthogonal-sets-of-vectors-video.en.srt
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01_orthogonal-sets-of-vectors-video.en.txt
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01_orthogonal-sets-of-vectors-video.mp4
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01_quadratic-forms.en.srt
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01_quadratic-forms.en.txt
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01_quadratic-forms.mp4
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01_row-reduction-and-echelon-form.en.srt
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01_row-reduction-and-echelon-form.en.txt
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01_row-reduction-and-echelon-form.mp4
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01_subspaces-of-r-n.en.srt
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01_subspaces-of-r-n.en.txt
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01_subspaces-of-r-n.mp4
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01_symmetric-matrices.en.srt
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01_symmetric-matrices.en.txt
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01_symmetric-matrices.mp4
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01_systems-of-linear-equations.en.srt
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01_systems-of-linear-equations.en.txt
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01_systems-of-linear-equations.mp4
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01_the-characteristic-equation.en.srt
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01_the-characteristic-equation.en.txt
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01_the-characteristic-equation.mp4
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01_the-matrix-of-a-linear-transformation.en.srt
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01_the-matrix-of-a-linear-transformation.en.txt
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01_the-matrix-of-a-linear-transformation.mp4
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01_vector-equations.en.srt
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01_vector-equations.en.txt
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01_vector-equations.mp4
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02_applications-of-determinants_3.3_Applications_of_Determinants.pdf
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02_applications-of-determinants_determinants-volumes.html
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02_applications-of-determinants_instructions.html
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02_characterizations-of-invertible-matrices.en.srt
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02_characterizations-of-invertible-matrices.en.txt
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02_characterizations-of-invertible-matrices.mp4
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02_diagonalization_5.1_Diagonalization.pdf
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02_diagonalization_diagonalization.html
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02_diagonalization_instructions.html
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02_dimension-and-rank_2.2_Dimension_and_Rank.pdf
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02_dimension-and-rank_dimension.html
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02_dimension-and-rank_instructions.html
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02_dimension-and-rank_rank-thm.html
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02_distance-and-angles-between-vectors_1.1_Distance_and_Angles_Between_Vectors.pdf
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02_distance-and-angles-between-vectors_dot-product.html
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02_distance-and-angles-between-vectors_instructions.html
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02_distance-and-angles-between-vectors_orthogonal-complements.html
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02_eigenvectors-and-linear-transformations_5.2_Eigenvectors_and_Linear_Transformations.pdf
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02_eigenvectors-and-linear-transformations_instructions.html
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02_finding-orthogonal-bases_2.2_Finding_Orthogonal_Bases.pdf
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02_finding-orthogonal-bases_instructions.html
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02_introduction-to-determinants_3.1_Introduction_to_Determinants.pdf
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02_introduction-to-determinants_determinants-cofactors.html
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02_introduction-to-determinants_determinants-definitions-properties.html
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02_introduction-to-determinants_instructions.html
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02_introduction-to-eigenvalues-and-eigenvectors_4.1_Introduction_to_Eigenvalues_and_Eigenvectors.pdf
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02_introduction-to-eigenvalues-and-eigenvectors_eigenvectors.html
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02_introduction-to-eigenvalues-and-eigenvectors_instructions.html
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02_introduction-to-subspaces_2.1_Introduction_to_Subspaces.pdf
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02_introduction-to-subspaces_instructions.html
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02_introduction-to-subspaces_subspaces.html
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02_least-squares-solutions_2.3_Least-Squares_Solutions.pdf
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02_least-squares-solutions_instructions.html
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02_least-squares-solutions_least-squares.html
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02_linear-independence_3.1_Linear_Independence.pdf
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02_linear-independence_instructions.html
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02_linear-independence_linear-independence.html
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02_linear-transformations_3.2_Linear_Transformations.pdf
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02_linear-transformations_instructions.html
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02_linear-transformations_linear-transformations.html
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02_matrices-and-linear-systems_1.1_Matrices_and_Linear_Systems.pdf
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02_matrices-and-linear-systems_instructions.html
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02_matrices-and-linear-systems_systems-of-eqns.html
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02_matrices-and-linear-transformations_3.3_Matrices_and_Linear_Transformations.pdf
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02_matrices-and-linear-transformations_instructions.html
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02_matrices-and-linear-transformations_matrix-transformations.html
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02_matrices-and-linear-transformations_one-to-one-onto.html
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02_matrix-operations_1.1_Matrix_Operations.pdf
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02_matrix-operations_instructions.html
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02_matrix-operations_matrix-multiplication.html
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02_orthogonal-projections_2.1_Orthogonal_Projections.pdf
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02_orthogonal-projections_instructions.html
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02_orthogonal-projections_projections.html
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02_orthogonal-sets-of-vectors_1.2_Orthogonal_Sets_of_Vectors.pdf
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02_orthogonal-sets-of-vectors_instructions.html
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02_orthogonal-sets-of-vectors_orthogonal-sets.html
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02_properties-of-determinants_3.2_Properties_of_Determinants.pdf
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02_properties-of-determinants_determinants-definitions-properties.html
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02_properties-of-determinants_instructions.html
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02_quadratic-forms_3.2_Quadratic_Forms.pdf
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02_quadratic-forms_instructions.html
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02_row-reduction_1.2_Row_Reduction.pdf
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02_row-reduction_gaussianElimination.php
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02_row-reduction_instructions.html
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02_row-reduction_parametric-form.html
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02_row-reduction_row-reduction.html
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02_solution-sets-of-linear-systems.en.srt
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02_solution-sets-of-linear-systems.en.txt
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02_solution-sets-of-linear-systems.mp4
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02_symmetric-matrices_3.1_Symmetric_Matrices.pdf
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02_symmetric-matrices_instructions.html
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02_the-characteristic-equation_4.2_The_Characteristic_Equation.pdf
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02_the-characteristic-equation_characteristic-polynomial.html
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02_the-characteristic-equation_instructions.html
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02_vector-equations_2.1_Vector_Equations.pdf
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02_vector-equations_instructions.html
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02_vector-equations_spans.html
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02_vector-equations_vectors.html
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03_inverse-matrices_1.2_Inverse_Matrices.pdf
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03_inverse-matrices_instructions.html
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03_inverse-matrices_invertible-matrix-thm.html
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03_inverse-matrices_matrix-inverses.html
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03_matrix-equations_2.2_Matrix_Equations.pdf
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03_matrix-equations_instructions.html
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03_matrix-equations_matrix-equations.html
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03_matrix-equations_solution-sets.html
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Bonus Resources.txt
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