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Thread: mass is length

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    mass is length

    What is length? In this context, a length is a pointless time string (see other related posts).

    What is a pointless time string? It is the integral or sum total of finitely large number of time axes pointed inward to a center of a spherical symmetry. Once this symmetry is achieved, a real volume is formed. If this volume is attached with a density function then mass is defined as the product of volume and density. It is logical that a differential length with a time axis can be integrated into a closed surface. This closed surface defines density using the divergence theorem of vector analysis.

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    What is the divergence theorem of vector analyse?

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    GUILLE,

    For divergence theorem, see

    http://mathworld.wolfram.com/DivergenceTheorem.html

    This theorem is used twice in Maxwell's equations of the electromagnetic field: the source of the electric charge density and the nonexistence of magnetic monopoles.

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    Quote Originally Posted by AntonioLao
    GUILLE,

    For divergence theorem, see

    http://mathworld.wolfram.com/DivergenceTheorem.html

    This theorem is used twice in Maxwell's equations of the electromagnetic field: the source of the electric charge density and the nonexistence of magnetic monopoles.
    in



    what is the triangle multiplying the F?

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    Quote Originally Posted by GUILLE
    what is the triangle multiplying the F?
    the inverted triangle is none other but the del operator of vector analysis. I invented an inverse operator called the ta operator.

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    Quote Originally Posted by AntonioLao
    the inverted triangle is none other but the del operator of vector analysis. I invented an inverse operator called the ta operator.
    In what is your invention usefull? (I don't try to offend, but mathematical developments should only be there to fight problems).

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    GUILLE,

    When it operates on the frequencies of waves, the result is velocity.

 

 

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