15/07/11 09:16:53.64 FKo26YYw.net
読み返してみると、>>35で
URLﾘﾝｸ(ja.wikipedia.org)
超局所解析
「超局所」（microlocal）という語は、空間内の位置についての局所化のみならず、ある与えられた点の余接空間方向についての局所化を意味する。
（引用おわり）
なんて、書かれてあったりする。
まとまりなく、ランダムに書かせて貰うと
「超局所」（microlocal）がちょっとおかしい
micro＝微 でしょ、普通
超＝hyper, super or ultra だ
佐藤超関数＝hyperfuction
マイクロ関数＝Microfunction （hyperfuctionをより細かくした）だったのでは？
URLﾘﾝｸ(en.wikipedia.org)
In mathematics, hyperfunctions are generalizations of functions, as a 'jump' from one holomorphic function to another at a boundary, and can be thought of informally as distributions of infinite order.
Hyperfunctions were introduced by Mikio Sato in 1958, building upon earlier work by Grothendieck and others. In Japan, they are usually called the Sato's hyperfunctions.
URLﾘﾝｸ(math.stackexchange.com)
Applications of Microfunctions asked Oct 31 '13 at 20:14
Can anyone suggest good (a) uses/applications or (b) construction of micro-functions (introduced by Mikio Sato in 1971) in analysis?
I am trying to understand the subject better. Suggestions of literature are very welcome, but also, how would one present the basic concept as conc