From: M Purcell on
On Jan 5, 4:50 pm, Les Cargill <lcargil...(a)comcast.net> wrote:
> Peter Webb wrote:
> > Liebniz basically invented the dy/dx notation, right?
>
> > What was Newton's - the f '(x) notation, or something else?
>
> f'(x) is Lagrange's notation:
>
> http://en.wikipedia.org/wiki/Leibniz's_notation
>
> Newton's notation was dots over the function:
>
> http://en.wikipedia.org/wiki/Newton's_notation
>
> I recall *vaguely* that Liebniz invented
> integration first, and Newton invented
> derivatives first.
>
> Neither were particularly rigorous - I think
> it was Cauchy who first formalized limits.

Any ideas about delta notation? A different Greek?
From: Rockinghorse Winner on
Thanks. That was a very enjoyable read.


From: Les Cargill on
M Purcell wrote:
> On Jan 5, 4:50 pm, Les Cargill <lcargil...(a)comcast.net> wrote:
>> Peter Webb wrote:
>>> Liebniz basically invented the dy/dx notation, right?
>>> What was Newton's - the f '(x) notation, or something else?
>> f'(x) is Lagrange's notation:
>>
>> http://en.wikipedia.org/wiki/Leibniz's_notation
>>
>> Newton's notation was dots over the function:
>>
>> http://en.wikipedia.org/wiki/Newton's_notation
>>
>> I recall *vaguely* that Liebniz invented
>> integration first, and Newton invented
>> derivatives first.
>>
>> Neither were particularly rigorous - I think
>> it was Cauchy who first formalized limits.
>
> Any ideas about delta notation? A different Greek?


Dunno about that one.

--
Les Cargill
From: spudnik on
Apostol is the only author that I know of,
who uses Leibniz's method:
he begins with the integral.

John Conway once responded,
on Swarthmore.edu mathforum,
what Newton's notation is really good for;
but, I really don't recall.

so, even a quack like Newton
-- the unofficail secular church of England,
as opposed to the official Harry Potter PS
"institutional affiliation --
has actually some use.

> Any ideas about delta notation? A different Greek?

--l'OEuvre!
http://wlym.com
From: M Purcell on
On Jan 5, 7:30 pm, spudnik <Space...(a)hotmail.com> wrote:
> Apostol is the only author that I know of,
> who uses Leibniz's method:
> he begins with the integral.
>
> John Conway once responded,
> on Swarthmore.edu mathforum,
> what Newton's notation is really good for;
> but, I really don't recall.

It's a very economical shorthand generally used in mechanics.

> so, even a quack like Newton
> -- the unofficail secular church of England,
> as opposed to the official Harry Potter PS
> "institutional affiliation --
> has actually some use.
>
> > Any ideas about delta notation? A different Greek?
>
> --l'OEuvre!http://wlym.com