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Lecture 11 Fundamental Theorems of Linear Algebra Orthogonalily and Projection

Lecture 11 Fundamental Theorems of Linear Algebra Orthogonalily and Projection. Shang-Hua Teng. The Whole Picture. Rank(A) = m = n A x = b has unique solution. Rank(A) = m < n A x = b has n-m dimensional solution. Rank(A) = n < m A x = b has 0 or 1 solution.

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513 views • 25 slides

Pole/polar

Pole/polar. consider projective geometry again we may want to compute the tangents of a curve that pass through a point (e.g., visibility) let C be a conic and x a point if x lies on the conic, we know that Cx is the tangent at x

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438 views • 9 slides

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Null spaces - PowerPoint PPT Presentation

Lecture 11 Fundamental Theorems of Linear Algebra Orthogonalily and Projection

Pole/polar