function?gold_seq=gold_seq_gen（g1g2）
%
%?Now?we?use?function?‘m_seq_gen‘?to?product?function?‘gold_seq_gen‘
%?What?we?need?is?two?m_sequences?generate?multinomial?‘g1‘?and?‘g2‘
%?eg.?f1（x）=x^6+x+1?and?f2（x）=x^6+x^5+x^2+x+1
%?then?g1=[1000011]?and?g2=[1100111].
%?For?more?detail?about?‘g1‘?and?‘g2‘?please?reference?function?‘m_seq_gen‘
%?Independently?powered?by?Tobby?2011-01-17
%?And?gold_seq?is?the?output?with?double-polarity
%
if?length（g1）~=length（g2）
????error（‘g1?and?g2?must?be?the?same?length.‘）;
end

m_seq1=m_seq_gen（g1）;
m_seq2=m_seq_gen（g2）;

%?m1xm2=xcorr（m_seq1m_seq2）;
%?peak_corr=max（abs（m1xm2））;
%?if?mod（length（g1）-12）
%?????if（peak_corr>2^（（（length（g1）-1）+1）/2）+1）
%?????????error（‘The?peak?correlation?value?between?m_seq1?and?m_seq2?gene

?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----

?????文件????????584??2011-01-13?15:29??PN碼\barker_code.mat

?????文件???????1407??2011-01-18?11:46??PN碼\gold_seq_gen.m

?????文件???????1010??2011-01-17?15:46??PN碼\m_sequence.m

?????文件???????1001??2011-01-26?11:18??PN碼\M_sequences.m

?????文件????????788??2011-01-18?16:55??PN碼\m_seq_gen.m

?????文件????????345??2011-01-20?09:54??PN碼\prm_num.m

?????文件???????1248??2011-01-13?15:12??PN碼\sqrt_redundance_code.m

?????目錄??????????0??2011-03-31?08:56??PN碼

-----------?---------??----------?-----??----

?????????????????6383????????????????????8