Re: Energy In The Knowledge Equation 8: Noether-Defined Energy

>>From Osher Doctorow

The upshot of this is that if you look at a small enough neighborhood
of any point in time, things can look "independent" of time, just as
things look Euclidean in small enough spatial neighborhoods of
geometric/physical objects in GR.

Even more surprising, recall that in my recent threads I used triple
codes for both the Universe and the genetic code. The Universe code
has the form:

1) L1L2L3T1T2T3M1M2M3F1(F2)

in 10-11 dimensions, with additional triples defined for 24-26
dimensions, and exponents deleted for simplicity here. Readers will
recognize the 3 spatial dimensions ("length") L1, L2, L3, and the 3
time dimensions are time as duration, time as causation (since cause
precedes effect in time), time as transfer of causation. Mass
dimensions are mass as inertia, mass as energy, and mass as curvature.
Force (F) has either one or two dimensions.

Looking at the 3 time dimensions T1 to T3, there should arguably be a
perfect analog of the Principle of Equivalence transferred from space
(L1 to L3) to time (T1 to T3), namely that time is locally Euclidean,
i.e., time is Euclidean in a small enough neighborhood of any (3
dimensional) time point.

All this doesn't mean that Emmy Noether (a mathematician) was trivial
in her work, but she may have been more important in psychology and
philosophy than in physics, because Conservation Laws appear to be
roughly linear approximations in these contexts. This is
philosophically and psychologically very useful to know, namely that
physicists have been spending their time in linear approximations :>)
It is a proper place to start kindergarten in. Welcome to the first
grade :>)

Osher Doctorow

.

Relevant Pages

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