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18.06SC Problem Set 2.2 Projections onto subspaces
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18.06SC Problem Set 2.3 Projection matrices and least squares
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18.06SC Problem Set 2.4. Orthogonal matrices and Gram-Schmidt
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18.06SC Problem Set 2.5 Properties of determinants
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18.06SC Problem Set 2.6 Determinant formulas and cofactors
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18.06SC Problem Set 2.7 Cramer’s rule, inverse matrix, and volume
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18.06SC Problem Set 2.8 Eigenvalues and eigenvectors
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18.06SC Problem Set 2.9 Diagonalization and powers of A
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18.06SC Problem Set 3.1 Symmetric matrices and positive definiteness
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18.06SC Problem Set 3.2 Complex matrices; fast Fourier transform
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18.06SC Problem Set 3.3 Positive definite matrices and minima
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18.06SC Problem Set 3.4 Similar matrices and Jordan form
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