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Topic: Chapt15.54 generalization of the Maxwell Eq and deriving Darwin
Evolution #1301 New Physics #1504 ATOM TOTALITY 5th ed

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plutonium.archimedes@gmail.com

Posts: 9,900
Registered: 3/31/08
Darwin Evolution derived by generalized Maxwell Equations Chapt15.54
generalization of the Maxwell Eq and deriving Darwin Evolution #1302 New
Physics #1505 ATOM TOTALITY 5th ed

Posted: Apr 18, 2013 2:56 AM
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Alright, I led up to this and let me just blurt it out as to what I
think the generalization is.

I believe the 4 Maxwell Equations with magnetic monopoles are
reducible to 2 Equations and where we can eliminate the discussion of
electricity and magnetism and have just pure geometry.

In this generalization we see how galaxies would distribute, and how
solar systems would be geometrically composed. We also see how biology
would have a Darwin Evolution mechanism.
The generalization would have to derive Superdeterminism of the Bell
Inequality which further derives Darwin Evolution theory.

If you look at that textbook cover of the Coulomb force with lines of
force "Electricity and Magnetism" Berkeley physics course volume 2,
1965 you see all ellipses except for one line which is a straight line
of Euclidean geometry. The Gauss's law of magnetism with magnetic
monopoles would be identical to the Gauss's law of electricity.

Now since the 4 Maxwell Equations have magnetic monopoles, the Gauss's
law of magnetism would be the same picture as the Gauss's law of
electricity.

Now there are no circles in these 4 Maxwell Equations, only ellipses
and one straight line. There are hyperbolas and parabolas, but no
circles. So the circles are the key to the generalization.

Now there is a infinity border and it is root-pi 10^603 in mathematics
and all of those lines are ellipses, parabolas, hyperbolas except for
that single unique straight line.

So now in prior posts I showed how the 4 Maxwell Equations derives
both the Schrodinger and the Dirac Equations through simple summation
procedure. Now in these generalized 2 Maxwell Equations, we still can
derive the Schrodinger and the Dirac Equations (I hope so).

GENERALIZED MAXWELL EQUATIONS:

1) Euclidean Geometry = summation of Elliptic Geometry plus Hyperbolic
Geometry

2) Ellipses of Elliptic geometry strive or are determined to become
circles of Euclidean Geometry.

That is it. I believe or suspect those two purely mathematical
statements captures all of the 4 Maxwell Equations, only in a pure
mathematical form. The first one is the two Gauss's laws and the
second one is a dynamic for the Faraday and Ampere/Maxwell law.

I suspect the two equations above encapsulate the 4 Maxwell Equations.

And what (2) allows is a pure math way of deriving Darwin's theory of
Evolution.

So let me try it out by an example. Suppose you are an ape living in
Sardinia 10 million years ago. You would be a flattened ellipse. And
then you were given a thought (a less flattened ellipse) and the
thought shot into your brain to pick up the rock at your feet and to
throw it at a rival for a mate. You do it and the flattened ellipse
combined with the less flattened ellipse forms a ellipse that is
tending more towards a "perfect circle".

So in other words, electricity and magnetism of the 4 Maxwell
Equations is a science that wants to turn ellipses into circles,
perfect circles and it has other ellipses or even hyperbolas to aid in
making ellipses become perfect circles.

When you think about it, is it not the case that Faradays law and
Ampere law are seeking to have the proton and electron coincide as
one, not two. As two, they are ellipses, as one they are a perfect
circle.

More later..

--
Approximately 90 percent of AP's posts are missing in the Google
newsgroups author search starting May 2012. They call it indexing; I
call it censor discrimination. Whatever the case, what is needed now
is for science newsgroups like sci.physics, sci.chem, sci.bio,
sci.geo.geology, sci.med, sci.paleontology, sci.astro,
sci.physics.electromag to?be hosted by a University the same as what
Drexel?University hosts sci.math as the Math Forum. Science needs to
be in education?not in the hands of corporations chasing after the
next dollar bill. ?Only Drexel's Math Forum has done a excellent,
simple and fair author- archiving of AP sci.math posts since May 2012
as seen here :

http://mathforum.org/kb/profile.jspa?userID=499986

Archimedes Plutonium
http://www.iw.net/~a_plutonium
whole entire Universe is just one big atom
where dots of the electron-dot-cloud are galaxies


Date Subject Author
4/18/13
Read Chapt15.54 generalization of the Maxwell Eq and deriving Darwin
Evolution #1301 New Physics #1504 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/18/13
Read Darwin Evolution derived by generalized Maxwell Equations Chapt15.54
generalization of the Maxwell Eq and deriving Darwin Evolution #1302 New
Physics #1505 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/19/13
Read Chapt15.54 Maxwell Eq deriving Darwin Evolution & Superdeterminism
#1303 New Physics #1506 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/19/13
Read Re: Chapt15.54 Maxwell Eq deriving Darwin Evolution &
Superdeterminism #1303 New Physics #1506 ATOM TOTALITY 5th ed
gk@gmail.com
4/20/13
Read does CurlxB need to be negative signed? Chapt15.54 Maxwell Eq
deriving Darwin Evolution & Superdeterminism #1304 New Physics #1507 ATOM
TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/20/13
Read does the magnetic current density make for attraction-only?
Chapt15.54 Maxwell Eq deriving Darwin Evolution & Superdeterminism #1305 New
Physics #1508 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/20/13
Read resolving magnetic monopole with dipole Chapt15.55 the 5th Maxwell
Equation #1306 New Physics #1509 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/21/13
Read 5th new Maxwell Equation, - div*M = 0 , where 137/2(M) = 1(e)
Chapt15.55 #1307 New Physics #1510 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com
4/21/13
Read fine-structure physical evidence for the 3rd Coulomb force - div*M =
E Chapt15.55 #1308 New Physics #1511 ATOM TOTALITY 5th ed
plutonium.archimedes@gmail.com

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