📄 ml.m
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function [ output ] = ML( input )%ML Summary of this function goes here% Detailed explanation goes herer=(sqrt(2))*[input(1,1) input(2,1) input(3,1) input(4,1) input(5,1) input(6,1) input(7,1) input(8,1)];M=[1 0 1 0 1 0 1 0; 0 1 0 1 0 1 0 1; cos(pi/8) -sin(pi/8) cos((5*pi)/8) -sin((5*pi)/8) cos((9*pi)/8) -sin((9*pi)/8) cos((13*pi)/8) -sin((13*pi)/8); sin(pi/8) cos(pi/8) sin((5*pi)/8) cos((5*pi)/8) sin((9*pi)/8) cos((9*pi)/8) sin((13*pi)/8) cos((13*pi)/8); cos((2*pi)/8) -sin((2*pi)/8) cos((10*pi)/8) -sin((10*pi)/8) cos((18*pi)/8) -sin((18*pi)/8) cos((26*pi)/8) -sin((26*pi)/8); sin((2*pi)/8) cos((2*pi)/8) sin((10*pi)/8) cos((10*pi)/8) sin((18*pi)/8) cos((18*pi)/8) sin((26*pi)/8) cos((26*pi)/8); cos((3*pi)/8) -sin((3*pi)/8) cos((15*pi)/8) -sin((15*pi)/8) cos((27*pi)/8) -sin((27*pi)/8) cos((39*pi)/8) -sin((39*pi)/8); sin((3*pi)/8) cos((3*pi)/8) sin((15*pi)/8) cos((15*pi)/8) sin((27*pi)/8) cos((27*pi)/8) sin((39*pi)/8) cos((39*pi)/8)];% rotation Malpha=[input(10,1) input(12,1) input(11,1) input(9,1) input(15,1) input(14,1) input(13,1) input(16,1)];j=sqrt(-1);u=(1/sqrt(10))*[1 -1 3 -3];min=100;k1=1;k2=1;k3=1;k4=1;k5=1;k6=1;k7=1;k8=1;for j1=1:4 for j2=1:4 for j3=1:4 for j4=1:4 for j5=1:4 for j6=1:4 for j7=1:4 for j8=1:4 b=[u(j1) u(j2) u(j3) u(j4) u(j5) u(j6) u(j7) u(j8)]; c=sum((r-b*M.*alpha).^2); if c<min; min=c; k1=j1;k2=j2;k3=j3;k4=j4;k5=j5;k6=j6;k7=j7;k8=j8; end end end end end end end endendu1=[u(k1) u(k2) u(k3) u(k4) u(k5) u(k6) u(k7) u(k8)];output=[u1(1)+j*u1(5);u1(2)+j*u1(6);u1(3)+j*u1(7);u1(4)+j*u1(8)];
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