湖南理工学院学报(自然科学版)
湖南理工學院學報(自然科學版)
호남리공학원학보(자연과학판)
JOURNAL OF HUNAN INSTITIUTE OF SCIENCE AND TECHNOLOGY(NATURAL SCIENCES)
2013年
1期
22-26
,共5页
高阶等差数列%(s,q)型等差数列%子列%行列式%分解
高階等差數列%(s,q)型等差數列%子列%行列式%分解
고계등차수렬%(s,q)형등차수렬%자렬%행렬식%분해
high order arithmetic sequence%(s-q)-type arithmetic sequence%subsequence%determinant%decomposition
用数学归纳法讨论了1n?阶(,)s q 型等差数列构成的n阶行列式的性质,给出了一类行列式的统一分解形式,导出了一类用行列式表示的组合恒等式.
用數學歸納法討論瞭1n?階(,)s q 型等差數列構成的n階行列式的性質,給齣瞭一類行列式的統一分解形式,導齣瞭一類用行列式錶示的組閤恆等式.
용수학귀납법토론료1n?계(,)s q 형등차수렬구성적n계행렬식적성질,급출료일류행렬식적통일분해형식,도출료일류용행렬식표시적조합항등식.
The property of the n-th order determinant consisting of ( 1n? )-th order (s-q)-type arithmetic sequence is investigated by the method of mathematical induction and the unified decomposition form of a class of determinant is presented. Then, a new class of combinatorial identities is derived.
