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ID 84170
著者
クワバラ, ルイシ Department of Mathematical Sciences, The University of Tokushima 徳島大学 教育研究者総覧 KAKEN研究者をさがす
資料タイプ
紀要論文
抄録
By considering a certain symmetric differential operator we introduce a sequence of numbers {Ck}∞k=0, and clarify their properties, which are similar to those of the Bernoulli numbers. It is shown that the generating function of {Ck} is the hyperbolic tangent function, and some (maybe known) properties of the Bernoulli numbers are derived through those of Ck.
掲載誌名
Journal of mathematics, the University of Tokushima
ISSN
13467387
cat書誌ID
AA11595324
45
発行日
2011
EDB ID
フルテキストファイル
言語
eng
部局
理工学系