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#coincidencedeterminations — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #coincidencedeterminations, aggregated by home.social.

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  1. @RefurioAnachro
    > <em> hesitate to say acceleration is _the cause_ for #TD </em>

    Alright!
    Only a flat region or a (therefore so called) [[normal]] region allow this strong statement about paths connecting 1 initial and 1 final event:

    exhibiting unequal lengths (durations) is then _sufficient + necessary_ for (all but 1 of) them exhibiting acceleration (bends, even kinks/knees).

    But not more general.

    > <em> already a property of the metric </em>

    Primary in #RT are #CoincidenceDeterminations

  2. @RefurioAnachro
    > <em> hesitate to say acceleration is _the cause_ for #TD </em>

    Alright!
    Only a flat region or a (therefore so called) [[normal]] region allow this strong statement about paths connecting 1 initial and 1 final event:

    exhibiting unequal lengths (durations) is then _sufficient + necessary_ for (all but 1 of) them exhibiting acceleration (bends, even kinks/knees).

    But not more general.

    > <em> already a property of the metric </em>

    Primary in #RT are #CoincidenceDeterminations

  3. @RefurioAnachro
    > <em> hesitate to say acceleration is _the cause_ for #TD </em>

    Alright!
    Only a flat region or a (therefore so called) [[normal]] region allow this strong statement about paths connecting 1 initial and 1 final event:

    exhibiting unequal lengths (durations) is then _sufficient + necessary_ for (all but 1 of) them exhibiting acceleration (bends, even kinks/knees).

    But not more general.

    > <em> already a property of the metric </em>

    Primary in #RT are #CoincidenceDeterminations

  4. @RefurioAnachro
    > <em> hesitate to say acceleration is _the cause_ for #TD </em>

    Alright!
    Only a flat region or a (therefore so called) [[normal]] region allow this strong statement about paths connecting 1 initial and 1 final event:

    exhibiting unequal lengths (durations) is then _sufficient + necessary_ for (all but 1 of) them exhibiting acceleration (bends, even kinks/knees).

    But not more general.

    > <em> already a property of the metric </em>

    Primary in #RT are #CoincidenceDeterminations

  5. @heafnerj
    Joe Heafner wrote:
    > <em> [...] concept of #InertialFrame in [... the ST] of #relativity arxiv.org/abs/2103.15570 </em>

    So ... author Boris Čulina, who

    - doesn't even acknowledge a distinction of "good #clock" vs. "bad #clock" (cmp. MTW, Fig. 1.9),

    - much less #HowTo define + measure such a distinction by [#CoincidenceDeterminations](einsteinpapers.press.princeton),

    is nevertheless arxiv.org/auth/show-endorsers/ ?!? ...

    Well, therefore, we have #mastodon

  6. @heafnerj
    Joe Heafner wrote:
    > <em> [...] concept of #InertialFrame in [... the ST] of #relativity arxiv.org/abs/2103.15570 </em>

    So ... author Boris Čulina, who

    - doesn't even acknowledge a distinction of "good #clock" vs. "bad #clock" (cmp. MTW, Fig. 1.9),

    - much less #HowTo define + measure such a distinction by [#CoincidenceDeterminations](einsteinpapers.press.princeton),

    is nevertheless arxiv.org/auth/show-endorsers/ ?!? ...

    Well, therefore, we have #mastodon

  7. @heafnerj
    Joe Heafner wrote:
    > <em> [...] concept of #InertialFrame in [... the ST] of #relativity arxiv.org/abs/2103.15570 </em>

    So ... author Boris Čulina, who

    - doesn't even acknowledge a distinction of "good #clock" vs. "bad #clock" (cmp. MTW, Fig. 1.9),

    - much less #HowTo define + measure such a distinction by [#CoincidenceDeterminations](einsteinpapers.press.princeton),

    is nevertheless arxiv.org/auth/show-endorsers/ ?!? ...

    Well, therefore, we have #mastodon

  8. @heafnerj
    Joe Heafner wrote:
    > <em> [...] concept of #InertialFrame in [... the ST] of #relativity arxiv.org/abs/2103.15570 </em>

    So ... author Boris Čulina, who

    - doesn't even acknowledge a distinction of "good #clock" vs. "bad #clock" (cmp. MTW, Fig. 1.9),

    - much less #HowTo define + measure such a distinction by [#CoincidenceDeterminations](einsteinpapers.press.princeton),

    is nevertheless arxiv.org/auth/show-endorsers/ ?!? ...

    Well, therefore, we have #mastodon