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Discussion1 - CS 170A Discussion 1 TA Elaine Wah Matrix...

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% CS 170A Discussion 1 % March 31, 2010 % TA: Elaine Wah % %------------------------------------------------------------------------- % Matrix Algebra %------------------------------------------------------------------------- % 1:5 % the row vector of values from 1 to 5 (1:5)' % the column vector of values from 1 to 5 linspace(1.3, 3.8, 6) % the row vector of length 6 w/ equispaced values of 1.3 to 3.8 3 v = [ 1 0 ] % a row vector (1x2 matrix) v' % a column vector (2x1 matrix) x = [ 1 ; 0 ] % a column vector (2x1 matrix) x.^2 % the column vector of squares of elements in x z = [ 1+2i ; 0-3i ] % a column vector of complex values z' % the corresponding complex conjugate row vector z v = [ 1; 2; 3 ] norm(v) % the vector norm of v norm(v,1) % the 1-norm (L1-norm) of v norm(v,2) % the 2-norm (L2-norm) of v norm(v,inf) % the infinity-norm of v n A = [ 1 2 ; 3 4 ] % a 2x2 matrix A * x % product of A with x x' * x % dot product of x with itself x A' % Hermitian transpose of A (complex conjugate of transpose of A) A.' % ordinary transpose of A A + A % sum of A with itself A * A % product of A with itself A^2 % product of A with itself A.^2 % matrix of squares of elements in A A * A * A % cube of A A^3 % cube of A det(A) % determinant of A trace(A) % trace of A inv(A) % inverse of A det(A) * inv(A) %
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