📄 try.m
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function MS
Lh = 0;
% if Lh==1,
% error('GSMsim-Error: Lh is constrained to be in the interval [1:4].');
% elseif Lh > 4,
% error('GSMsim-Error: Lh is constrained to be in the interval [1:4].')
% end
% make initiating symbols
%
SYMBOLS=[ 1; j; -1 ; -j];
%
SYMBOLS=SYMBOLS(:,1)*j;
for n=1:Lh-1
SYMBOLS=[[ SYMBOLS(:,1)*j , SYMBOLS ] ; [ SYMBOLS(:,1)*(-j) , SYMBOLS ]];
end
%SYMBOLS(:,1),表示列
% NOW WE NEED TO ASSURE THAT THE STATE RELATED TO THE NUMBER ONE
% IS COMPLEX. THIS IS REQUIRED BY THE IMPLEMENTATION OF THE VITERBI
% ALGORITHM.
%
% if isreal(SYMBOLS(1,1)),
% SYMBOLS=flipud(SYMBOLS)
% end
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