No.1
チェビシェフ多項式
レス数: 8
概要: チェビシェフ多項式について
No.2
／::::::::::::::::::::::::::＼ ＿
/::::::::::::::::::::::::::::::::::::::＼ ／ ￣ ￣ ＼
|:::::::::::::::::|＿|＿|＿|＿| /、 ヽ
|;;;;;;;;;;ノ ／,, ,,＼ ヽ |・ |―-、 |
|::（ 6 ー─□─□ ） ｑ -´ 二 ヽ | はあ？いいから働けウンコ製造機
|ノ （∵∴ （ o o）∴） ノ＿ ー | |
／| < ∵ ３ ∵> ＼.￣｀ | /
::::::＼ ヽ ノ＼ O＝＝＝＝＝ |
:::::::::::::＼＿＿＿＿＿ノ:::::::::::＼ / |
No.3
No.4
No.5
No.6
No.7
introduced independently by Joseph Bernstein (1971) and Mikio Sato and Takuro Shintani (1972, 1974),Sato (1990).
It is also known as the b-function, the b-polynomial, and the Bernstein polynomial,
though it is not related to the Bernstein polynomials used in approximation theory.
It has applications to singularity theory, monodromy theory, and quantum field theory.
No.8
