|WikiProject Physics||(Rated Stub-class, Mid-importance)|
Am I wrong or not -- I thought Newton only developed the overdot notation for the derivative? Dysprosia 08:16, 11 Oct 2003 (UTC)
This page may not be authoritative.
Charles Matthews 08:19, 11 Oct 2003 (UTC)
I'm right! Yay :) (I'm not right often ;) I thought the guy that created the prime notation had a name starting with L - Lagrange, here's a ref , I'll change these accordingly Dysprosia 08:21, 11 Oct 2003 (UTC)
I changed the interpretation from
As written it was saying that the derivative of x with respect to t was somehow also the derivative of f with respect to t in one place and the derivative of f with respect to x in another place.
E David Moyer 15:10, 21 May 2004 (UTC)
Does anyone know if this notation is actually used today? I've asked several a few math professors and some didn't even know it existed, while the others said it was never used.
- In physics, it's commonly used in basic mechanics problems where you know you'll only be dealing with first and second time derivatives (e.g., simple harmonic oscillator). Obviously is much quicker to write than or even , but since it's of such limited usefulness it's usually seen as a special-case shorthand than an actual alternative notation system. — Laura Scudder ☎ 15:13, 20 May 2007 (UTC)
Fluxion leads to a page unrelated to Newton's notation or the little dot on top. It leads to a type of particle. I will remove the incorrect link --DFRussia 09:08, 11 October 2007 (UTC)
Agreed... This article is too short and the content too trivial to deserve its own article. Besides, Newton's notation is mentioned in the article "Derivative" and the fluxions are mentioned briefly in the article "Newton's method"; so there is nothing original in this article. It would, however, be nice to have an article on fluxions -- assuming there is enough to discuss at a significant level. — Preceding unsigned comment added by Brydustin (talk • contribs) 18:22, 3 January 2012 (UTC)
Formal Reference for the Fluxion
There is a readily available classical work which gives details of the Newtonian fluxion notation:
I think that it's better to merge Newton's notation with Notation for differentiation and delete article of Newton's notation.
In particular, the discussion on the fluxions begin with article 567 (p.197 of the Second Volume).