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Goppa geometric codes achieving the Gilbert-Varshamov bound
Chaoping Xing;
Information Theory, IEEE Transactions on
Volume 51,
Issue 1,
Jan. 2005
Page(s):259
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264
Abstract:
Based on s-zeta-functions of curves over finite fields, we show that Goppa geometry codes achieve the q-ary Gilbert-Varshamov bound for all prime powers q (including q=2)
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