matlab to visual basic

Hi User

I am stack in try to translate a Matlab code to visual basic, someone can help me with this I appreciate a lot your help

Thanks in advance

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function [P_LR, pi_LR, Moments ] = LR_distr(P,pi0,S)

%COMPUTE THE INVARIANT DISTRIBUTIONS
Max_Iter    = 500;                  %mximum iterations
converg    = 1.e-5;
Pk          = P;                    %initialize Pk
for i = 1 : Max_Iter                %loop to find the invariant P, i.e. P_LR
    Precord = Pk;
    Pk      = Pk*P;
%    if norm( Pk - Precord, Inf )< converg; display('Q converged'); P_LR=Pk; break; end
    if norm( Pk - Precord, Inf )< converg; P_LR=Pk; break; end
end
    if norm( Pk - Precord, Inf )>= converg; P_LR=[]; pi_LR=[];
        display('Q didn`t converge; Increase Max_Iter');  else

    pik        = pi0;              %initialize pik
    for i = 1 : Max_Iter            %loop to find the invariant pi, i.e. pi_LR
        pirecord= pik;
        pik    = P'*pik;
%        if norm( pik - pirecord, Inf )< converg; display('pi converged'); pi_LR=Pk(1,:)'; break; end
        if norm( pik - pirecord, Inf )< converg; pi_LR=Pk(1,:)'; break; end
    end
    if norm( pik - pirecord, Inf )>= converg;;
        display('pi didn`t converge; Increase Max_Iter'); end;

[V,D]  = eig(P');                  %obtain number of invariant distributions
numeig  = 0;                        %count # of positive eigenvalues
PI      = [];                      %initialize matrix of distributions
for i=1:size(P,1);
    if abs(D(i,i)-1) < converg,
    numeig = numeig + 1;
    PI(:,numeig) = V(:,1)/sum(V(:,i));
    end
end
    display({'# of invariant distr = %d', numeig});

% UNCONDITIONAL MOMENTS
Moments(1,1) = S'*pi_LR;%(1,:)';                        %unconditional mean
%Moments(2,1) = sum( (S - (S'*pi_LR)).^2.*pi_LR);        %unconditional variance
Moments(2,1) = sqrt(pi_LR'*((S - Moments(1,1)).^2));        %unconditional variance
end %this closes the "else" on line 26

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