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|    sci.physics.relativity    |    The theory of relativity    |    225,861 messages    |
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|    Message 224,328 of 225,861    |
|    Paul B. Andersen to All    |
|    Re: A House of Dynamite (2025) (1/2)    |
|    01 Nov 25 12:15:14    |
      XPost: rec.arts.tv, alt.fan.rush-limbaugh       From: relativity@paulba.no              Den 01.11.2025 08:04, skrev Thomas Heger:       > Am Freitag000031, 31.10.2025 um 19:43 schrieb Paul B. Andersen:       >> Den 30.10.2025 09:11, skrev Thomas Heger:       >>> Am Mittwoch000029, 29.10.2025 um 20:29 schrieb Paul B. Andersen:       >>>> Den 29.10.2025 09:32, skrev Thomas Heger:       >>>>> Am Sonntag000026, 26.10.2025 um 21:58 schrieb Paul B. Andersen:       >>>>>>       >>>>>> The metric below defines The Special Theory of Relativity (SR).       >>>>>> What can be deduced from this metric is what SR predicts.       >>>>>> (c⋅dτ)² = (c⋅dt)² − dx² − dy² − dz²              >>>>>       >>>>> This was not from Einstein's text 'On the electrodynamics of moving       >>>>> bodies'!!       >>>>>       >>>>> Sure, it is actually correct (mainly), but still not a part of the       >>>>> article I was talking about.       >>>>>       >>>>> Therefore, it doesn't help Einstein's paper, if you succesfully       >>>>> defend this equation.              >>>>       >>>> It was Minkowski, not Einstein, who introduced four dimensionally       >>>> spacetime and the geometric approach.       >>>>       >>>> In 1908 Minkowski presented a paper named "Space and Time" for       >>>> the "80th Assembly of German Natural Scientists and Physicians".       >>>>       >>>> In the introduction he writes:       >>>> "Henceforth space by itself, and time by itself, are doomed to       >>>> fade away into mere shadows, and only a kind of union of the two       >>>> will preserve an independent reality."       >>>>       >>>> This "union" is what we now call Minkowski spacetime (flat spacetime)       >>>>       >>>> In the paper Minkowski presented the metric:       >>>> dτ² = − dx² − dy² − dz² − ds²       >>>> where s = √(−1)⋅t, so ds² = - dt²       >>>> so the metric becomes:       >>>> dτ² = dt² − dx² − dy² − dz²       >>>>       >>>> This is a reformulation of Einstein's Special Theory of Relativity.       >>>>       >>>> Allegedly Einstein has said:       >>>> "Since the mathematicians have invaded the theory of relativity,       >>>> I do not understand it myself any more."       >>>>       >>>> Note that this statement implies that Einstein considered       >>>> Minkowski's geometric approach to be a formulation of his theory of       >>>> relativity       >>>>       >>>>       >>>> But Einstein had to learn more mathematics, and in the introduction       >>>> of the paper "The Foundation of the General Theory of Relativity"       >>>> he writes:       >>>> "The generalization of the theory of relativity has been       >>>> facilitated considerably by _Minkowski_, a mathematician       >>>> who was the first one to recognize the formal equivalence       >>>> of space coordinates and the time coordinate, and utilized       >>>> this in the construction of the theory."              The "flat" SR metric is in       "The Foundation of the General Theory of Relativity" .              >>>>       >>>> Einstein's spacetime (which is not necessarily       >>>> flat) is a generalisation of Minkowski spacetime.       >>>>       >>>>              >>>>>>       >>>>>> The theory Einstein defined in "On the electrodynamics of moving       >>>>>> bodies" is identical to the theory defined by the metric above.       >>>>>       >>>>> No!              >>>>       >>>> That the theory Einstein defined in "On the electrodynamics of       >>>> moving bodies" is identical to the theory defined by the metric:       >>>> (c⋅dτ)² = (c⋅dt)² − dx² − dy² − dz²       >>>> is a historical fact, and not disputable.       >>>>       >>>> That you, due to your serious reading comprehension problem       >>>> and mathematical illiteracy, don't understand Einstein's paper       >>>> doesn't mean that the paper: "contains an enormous amount of       >>>> errors of all sorts".              >>>       >>> I didn't discuss the SRT itself, but a certain very specific article       >>> written by Einstein in 1905 (no more, no less).       >>>       >>> I used a certain perspective:       >>>       >>> I treated the paper as homework of a student and myself as a       >>> professor, who had to write corrections for that paper.       >>>       >>> I didn't discuss SRT, but this paper (only).       >>>       >>> Then I tried to find every single error or inconsistency within it.       >>>       >>> The number was enormous and ranges beyond 400 errors, depending on       >>> how you count them.       >>>       >>> Whether the actually meant theory was correct or not, that was NOT my       >>> topic.       >>>       >>> First I had focussed on formal questions, expressions, spelling and       >>> so forth.       >>>       >>> Then I was looking for physical issues, which could be eventually       >>> debated       >>>       >>> And then I marked those issues, which were realy serious flaws and       >>> why I think they were.       >>>       >>> Since the paper itself was 'dead' after the very first error, I had       >>> to disconnect it from the underlying theory altogether, because       >>> otherwise it wouldn't make sense to search for all errors.       >>>       >>> So, yes, SRT might be correct (or not). But that wasn't my topic,       >>> even if I think, that relativity per se is correct.              >>       >> Your motivation for writing nonsense is irrelevant.       >>       >> The fact remains:       >> The theory Einstein defined in "On the electrodynamics of       >> moving bodies" is identical to the theory defined by the metric:       >> (c⋅dτ)² = (c⋅dt)² − dx² − dy² − dz²              >       > Possibly this equation is compatible with what Einstein had written in       > 1905, even if I don't think so.              What you believe is irrelevant.              It is a fact that the theory Einstein defined in       "On the electrodynamics of moving bodies" is identical to        the theory defined by the metric:        (c⋅dτ)² = (c⋅dt)² − dx² − dy² − dz²              >       > But that equation wasn't part of Einstein's text in 1905.       >       > Therefore that equation isn't part of Einstein's 1905 version of SRT,       > even if that is somehow compatible with what is called 'SRT' today.       >       > The very simple reason: a text (article, book, paper) is what it is and       > not what you make out of it.       >       > If an equation is not written in this paper, it is not a part of that       > paper.       >       > period!              Good Grief!       I have explained all that above.       Minkowski wrote the Minkowski metric in 1908 so it       was obviously not in Einstein's 1905 paper.       >>       >> This is a historical fact, and not disputable.              > That statement is wrong by itself, because EVERYTHING is disputable.              Of course YOU can dispute anything, even facts.       But an "indisputable fact" means that the fact is a fact.              >       > More often than not, such debates make no sense.       >       > But you may rightfully debate whatever you like.              Of course YOU can dispute indisputable facts.       It is however a stupid behaviour.                     >       >>       >>>       >>>> When this is settled, you can read what you snipped:       >>>>       >>>> No professional physicist will dispute that SR is a consistent theory.       >>>> (There have been physicists who have claimed that SR is inconsistent,       >>>> look up Herbert Dingle. But Dingle's arguments are long since proven       >>>> wrong.)              >>>       >>> Herbert Dingle was actually a physics professor with some reputation.       >>> He wrote 'Science at the crossroads' and demanded, that such a farce       >>> should be stopped immediately (what obviously didn't happen).                     [continued in next message]              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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