Re: Division by zero

Liste des GroupesRevenir à sp relativity 
Sujet : Re: Division by zero
De : ttt_heg (at) *nospam* web.de (Thomas Heger)
Groupes : sci.physics.relativity
Date : 03. Feb 2025, 11:17:29
Autres entêtes
Message-ID : <m0bjdeFe49iU1@mid.individual.net>
References : 1 2 3 4 5 6
User-Agent : Mozilla Thunderbird
Am Montag000003, 03.02.2025 um 10:02 schrieb Athel Cornish-Bowden:

See page six, roughly in the middle:
>
There we find an equation, which says this:
>
∂τ/∂y= 0
>
Do you mean on page 899 (9th page of the article) in §3?
The operation is not division but a partial derivative.
>
You should answer this question. It is not useful to talk without telling
what you are talking about.
>
I'm referring to the English translation,
 Of course you are, as you always do, but why? You can read German. Referring to an English translation as "Einstein's 'On the electrodynamics of moving bodies'" is little short of a lie.
 
.
German would be rather useless in this forum.
Sure, I can speak German. But what sense would it make to write German here?
TH

Date Sujet#  Auteur
1 Feb 25 * Division by zero28Thomas Heger
1 Feb 25 +* Re: Division by zero24Mikko
2 Feb 25 i+* Re: Division by zero5Ross Finlayson
2 Feb 25 ii`* Re: Division by zero4Thomas Heger
2 Feb 25 ii +* Re: Division by zero2Mikko
3 Feb 25 ii i`- Re: Division by zero1Paul.B.Andersen
2 Feb 25 ii `- Re: Division by zero (0, 1, infinity)1Ross Finlayson
2 Feb 25 i`* Re: Division by zero18Thomas Heger
2 Feb 25 i +* Re: Division by zero7Thomas Heger
2 Feb 25 i i`* Re: Division by zero6Mikko
3 Feb 25 i i `* Re: Division by zero5Thomas Heger
3 Feb 25 i i  `* Re: Division by zero4Mikko
4 Feb 25 i i   `* Re: Division by zero3Thomas Heger
5 Feb 25 i i    `* Re: Division by zero2Mikko
5 Feb 25 i i     `- Re: Division by zero1Thomas Heger
2 Feb 25 i `* Re: Division by zero10Mikko
3 Feb 25 i  `* Re: Division by zero9Thomas Heger
3 Feb 25 i   +* Re: Division by zero2Athel Cornish-Bowden
3 Feb 25 i   i`- Re: Division by zero1Thomas Heger
3 Feb 25 i   `* Re: Division by zero6Mikko
3 Feb 25 i    +- Re: Division by zero1Maciej Wozniak
4 Feb 25 i    `* Re: Division by zero4Thomas Heger
4 Feb 25 i     `* Re: Division by zero3Mikko
4 Feb 25 i      +- Re: Division by zero1Maciej Wozniak
5 Feb 25 i      `- Re: Division by zero1Thomas Heger
1 Feb 25 +* Re: Division by zero2J. J. Lodder
2 Feb 25 i`- Re: Division by zero1Ross Finlayson
20 Feb 25 `- Re: Division by zero1JanPB

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