IUTを読むための用語集資料集スレat MATH
IUTを読むための用語集資料集スレ
- 暇つぶし2ch49:(roughly speaking) √π. On the other hand, in the theory of [Mzk2], Gaussians correspond to “discrete Gaussians” (cf. [Mzk2], §2), so integrals of Gaussians correspond to “Gauss sums.” That is to say, Gauss sums may be thought of as a sort of discrete analogue of √π. Thus, the appearance of Gauss sums in the theory of [Mzk2] is also natural from the point of view of the analogy of the theory of [Mzk1] with the classical theory of Gaussians and their derivatives (cf. §1.2). (引用終り) 以上
次ページ続きを表示1を表示最新レス表示レスジャンプ類似スレ一覧スレッドの検索話題のニュースおまかせリストオプションしおりを挟むスレッドに書込スレッドの一覧暇つぶし2ch