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ENGG2012B Lecture 7 Matrix algebra

ENGG2012B Lecture 7 Matrix algebra. Kenneth Shum. Last week. The rank of a matrix is The maximal number of linearly independent rows. The maximal number of linearly independent columns. The rank of a matrix can be calculated by first reducing the matrix to RREF

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Lecture 11-II

Lecture 11-II. Iterative approaches for solving linear systems Successive over-relaxation Post-nonlinear system Partial pivoting. Derivation of Successive over-relaxation. Successive over-relaxation method. D=diag(diag(A)); U=triu(A)-D; L=A-triu(A); R=D+w*L; T= inv(R)* ((1-w)*D-w*U);

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ENGG2012B Lecture 7 Matrix algebra

Lecture 11-II