hytuoc Messages 26 Reaction score 0 Thread starter Dec 3, 2005 #1 Does anyone know how accurate is MATLAB in calculating least square solution? Thanks!
Dr Transport Science Advisor Insights Author Messages 2,603 Reaction score 785 Dec 3, 2005 #2 To what problem?
hytuoc Messages 26 Reaction score 0 Dec 3, 2005 #3 A=[1,1,1;-1,3,1;2,3,-2;1,3,2] A is 4X4 b=[4;0;1;2] ; b is 4X1 I calculated x^ (residual of x) to be [1.4127; -.0159; .8889] r(x^) = b-A*x^ = [1.7143; 0.5714; 0; -1.1429] Nul(A')=[-1.5;-.5;0;1] so how accurate is MATLAB in calculating least square solution?
A=[1,1,1;-1,3,1;2,3,-2;1,3,2] A is 4X4 b=[4;0;1;2] ; b is 4X1 I calculated x^ (residual of x) to be [1.4127; -.0159; .8889] r(x^) = b-A*x^ = [1.7143; 0.5714; 0; -1.1429] Nul(A')=[-1.5;-.5;0;1] so how accurate is MATLAB in calculating least square solution?
LeBrad Messages 214 Reaction score 0 Dec 8, 2005 #5 Are you asking how does Matlab choose the solution when you give it an overdetermined system?