ON THE FENG-RAO BOUND FOR THE MINIMUM DISTANCE OF CERTAIN ALGEBRAIC GEOMETRY CODES
スポンサーリンク
概要
著者
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Uehara Tsuyoshi
Department Of Chemistry Biology And Marine Science University Of The Ryukyus
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Uehara Tsuyoshi
Department Of Information Science Faculty Of Science And Engineering Saga University
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Song Hyeong-Kee
Graduate School of Science and Engineering Saga University
関連論文
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- On p-adic Continuous Functions Determined by the Euler Numbers
- On Some Congruences for Generalized Bernoulli Numbers
- LARVAL DEVELOPMENT OF AN ANTEDONID COMATULID, DOROMETRA SP(Developmental Biology,Abstracts of papers presented at the 74^ Annual Meeting of the Zoological Society of Japan)
- Comparative Studies of the Genus Echinometra from Okinawa and Mauritius
- Morphological Comparison of Black Echinometra Individuals among Those in the Indo-West Pacific(Taxonomy)
- Fermat's Conjecture and Bernoulli Numbers
- BERNOULLI NUMBERS IN REAL QUADRATIC FIELDS (A REMARK ON A WORK OF H. LANG)
- On cyclotomic units connected with p-adic characters
- On the first generalized Bernoulli number
- ON THE FENG-RAO BOUND FOR THE MINIMUM DISTANCE OF CERTAIN ALGEBRAIC GEOMETRY CODES