Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike

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Sujet : Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike
De : hertz778 (at) *nospam* gmail.com (rhertz)
Groupes : sci.physics.relativity
Date : 12. Feb 2025, 23:27:15
Autres entêtes
Organisation : novaBBS
Message-ID : <dff62668d45cf79dded21ff70c788668@www.novabbs.com>
User-Agent : Rocksolid Light
To get you out of boredom, I have this problem:
Given the metric ds^2 = (ct)^2-x^2+-y^2-z^2 > 0 for Mercury's perihelion
analysis, prove that S gives the additional 43"/cy.
Also explain why this problem is treated as spacelike and not as
timelike.
Enjoy!

Date Sujet#  Auteur
12 Feb 25 * Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike12rhertz
12 Feb 25 `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike11Richard Hachel
13 Feb 25  `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike10rhertz
13 Feb 25   `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike9rhertz
15 Feb 25    +* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike6rhertz
17 Feb 25    i`* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike5rhertz
18 Feb 25    i `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike4Maciej Wozniak
21 Feb 25    i  `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike3rhertz
22 Feb 25    i   `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike2rhertz
24 Feb 25    i    `- Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike1rhertz
19 Feb 25    `* Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike2J. J. Lodder
19 Feb 25     `- Re: Challenge for Paul; Probe that with Mercury ds^2>0 and the solution is spacelike1Maciej Wozniak

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