A CHARACTERIZATION OF SOME q-ARY LINEAR CODES (q > (h - 1)^2, h greater than or equal 3) MEETING THE GRIESMER BOUND : PART 2

スポンサーリンク

概要

• 論文の詳細を見る
• 1997-09-01

著者

• Hamada Noboru

  Department Of Applied Mathematics Faculty Of Science Osaka Women's University

• MAEKAWA Tomoko

  DEPARTMENT OF APPLIED MATHEMATICS, OSAKA WOMEN'S UNIVERSITY

• Maekawa Tomoko

  Department Of Applied Mathematics Osaka Women's University

関連論文

• Association of IgG Fc receptor II with tyrosine kinases in the human basophilic leukemia cell line KU812F
• A CHARACTERIZATION OF SOME {v_1 + v_2 + 2v_3, v_0 + v_1 + 2v_2; 4, 3}-MINIHYPERS AND SOME [90, 5, 59: 3]-CODES MEETING THE GRIESMER BOUND
• A CHARACTERIZATION OF {3v_1+v_4,3v_0+v_3;4,3} : MINIHYPERS AND PROJECTIVE TERNARY [78,5,51] CODES
• THE NONEXISTENCE OF SOME TERNARY LINEAR CODES AND UPDATE OF THE BOUNDS FOR n_3 (6, d), 1【less than or equal】d【less than or equal】243
• Hepatocellular carcinoma with obstructive jaundice successfully treated with a self-expandable metallic stent
• THE NONEXISTENCE OF SOME TERNARY LINEAR CODES OF DIMENSION 6 AND THE BOUNDS FOR n_3(6, d), 【less than or equal】d【less than or equal】243
• THE NONEXISTENCE OF TERNARY [29, 6, 17] CODES
• A CHARACTERIZATION OF SOME q-ARY LINEAR CODES (q > (h - 1)^2, h greater than or equal 3) MEETING THE GRIESMER BOUND : PART 2
• THE NONEXISTENCE OF SOME QUATERNARY LINEAR CODES MEETING THE GRIESMER BOUND AND THE BOUNDS FOR n_4(5, d), 1 【less than or equal】 d 【less than or equal】 256

スポンサーリンク