Linear Algebra – Full Course for Learners. Linear algebra is central to nearly all areas of arithmetic.
Linear Algebra Full Course | Linear Algebra for newbies
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Linear Algebra – Full School Course
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As an illustration, linear algebra is key in trendy shows of geometry, together with for outlining primary objects resembling traces, planes and rotations. Additionally, practical evaluation, a department of mathematical evaluation, could also be seen as the applying of linear algebra to areas of capabilities.
The next subjects of linear algebra have been offered on this video.
⭐️ Course Contents ⭐️
⌨️ Introduction to Linear Algebra by Hefferon
⌨️ One.I.1 Fixing Linear Techniques, Half One
⌨️ One.I.1 Fixing Linear Techniques, Half Two
⌨️ One.I.2 Describing Resolution Units, Half One
⌨️ One.I.2 Describing Resolution Units, Half Two
⌨️ One.I.three Normal = Specific + Homogeneous
⌨️ One.II.1 Vectors in Area
⌨️ One.II.2 Vector Size and Angle Measure
⌨️ One.III.1 Gauss-Jordan Elimination
⌨️ One.III.2 The Linear Mixture Lemma
⌨️ Two.I.1 Vector Areas, Half One
⌨️ Two.I.1 Vector Areas, Half Two
⌨️ Two.I.2 Subspaces, Half One
⌨️ Two.I.2 Subspaces, Half Two
⌨️ Two.II.1 Linear Independence, Half One
⌨️ Two.II.1 Linear Independence, Half Two
⌨️ Two.III.1 Foundation, Half One
⌨️ Two.III.1 Foundation, Half Two
⌨️ Two.III.2 Dimension
⌨️ Two.III.three Vector Areas and Linear Techniques
⌨️ Three.I.1 Isomorphism, Half One
⌨️ Three.I.1 Isomorphism, Half Two
⌨️ Three.I.2 Dimension Characterizes Isomorphism
⌨️ Three.II.1 Homomorphism, Half One
⌨️ Three.II.1 Homomorphism, Half Two
⌨️ Three.II.2 Vary Area and Null Area, Half One
⌨️ Three.II.2 Vary Area and Null Area, Half Two.
⌨️ Three.II Additional Transformations of the Airplane
⌨️ Three.III.1 Representing Linear Maps, Half One.
⌨️ Three.III.1 Representing Linear Maps, Half Two
⌨️ Three.III.2 Any Matrix Represents a Linear Map
⌨️ Three.IV.1 Sums and Scalar Merchandise of Matrices
⌨️ Three.IV.2 Matrix Multiplication, Half One
⌨️ Three.IV.2 Matrix Multiplication
⌨️ Three.IV.three Mechanics of Matrix Multiplication
⌨️ Three.IV.four Matrix Inverse, Half One
⌨️ Three.IV.four Matrix Inverse, Half Two
⌨️ Three.V.1 Altering Vector Representations
⌨️ Three.V.2 Altering Map Representations, Half One
⌨️ Three.V.2 Altering Map Representations, Half Two
⌨️ Three.VI Projection
⌨️ 4.I.1 Determinants
⌨️ 4.I.three Permutation Growth, Half One
⌨️ 4.I.three Permutation Growth, Half Two
⌨️ 4.I.four Determinants Exist (optionally available)
⌨️ 4.II.1 Geometry of Determinants
⌨️ 4.III.1 Laplace’s system for the determinant
⌨️ 5.I.1 Advanced Vector Areas
⌨️ 5.II.1 Similarity
⌨️ 5.II.2 Diagonalizability
⌨️ 5.II.three Eigenvalues and Eigenvectors, Half One
⌨️ 5.II.three Eigenvalues and Eigenvectors, Half Two
⌨️ 5.II.three Geometry of Eigenvalues and Eigenvectors
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⭐ Credit score ⭐
This nice course was developed by : Professor Sean Fitzpatrick
License: Artistic Commons Attribution license (reuse allowed)
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