closed forms are exact--Poincare ?
From: Van Jacques (calccurve-test23_at_yahoo.com)
Date: 09/17/04
- Next message: David C. Ullrich: "Re: Demonstrating that 0.999... = 1"
- Previous message: Mimosa: "Re: Why PSL(2,R) not isomorphic to PGL(2,R)?"
- Next in thread: Jyrki Lahtonen: "Re: closed forms are exact--Poincare ?"
- Reply: Jyrki Lahtonen: "Re: closed forms are exact--Poincare ?"
- Reply: W. Dale Hall: "Re: closed forms are exact--Poincare ?"
- Messages sorted by: [ date ] [ thread ]
Date: 17 Sep 2004 04:58:57 -0700
Is the theorem that closed forms are exact called Poincare's thm.?
I forget. Or is ddf = 0 (or dd = 0) called Poincare's thm.
I did a search and got a bunch of stuff about Poincare's recurrence thm.
- Next message: David C. Ullrich: "Re: Demonstrating that 0.999... = 1"
- Previous message: Mimosa: "Re: Why PSL(2,R) not isomorphic to PGL(2,R)?"
- Next in thread: Jyrki Lahtonen: "Re: closed forms are exact--Poincare ?"
- Reply: Jyrki Lahtonen: "Re: closed forms are exact--Poincare ?"
- Reply: W. Dale Hall: "Re: closed forms are exact--Poincare ?"
- Messages sorted by: [ date ] [ thread ]
