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The Main Conjecture on Geometric MDS Codes From Hyperelliptic Curves

The Main Conjecture on Geometric MDS Codes From Hyperelliptic Curves
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摘要 In Ref.[2] the author dealt with the Main conjecture on geometric codes andproved the correctness of the conjecture for codes arising from curves with genus 1 or2 when the cardinal of the ground field is large enough. In this note, the conjecturefor codes from hyperelliptic curves is attacked.
作者 唐立中
出处 《Chinese Science Bulletin》 SCIE EI CAS 1994年第12期974-979,共6页
关键词 algebraic-geometric CODES hyperelliptic curves MDS CODES JACOBIAN ZETA function. ALGEBRAIC-GEOMETRIC CODES HYPERELLIPTIC CURVES MDS CODES JACOBIAN ZETA FUNCTION
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