getting closer to proving that the Titius Bode Rule is a Maxwell Equation #147 New Physics #256 ATOM TOTALITY 5th ed

[Archimedes Plutonium]

Alright, what started this is that in EM-gravity, it is the Faraday
law that makes a planet like Earth revolve around the Sun. And then
noting that the Titius Bode Rule is based on the binomial
coefficients, Pascal's triangle. So the reader can make the next
logical surmises. That if the Maxwell Equations, especially Faraday's
law is based on the binomial coefficients, then the Titius Bode Rule
is proof that gravity is EM-gravity and based upon electricity and
magnetism, not on how mass attracts other mass, but rather, how the
charge of one mass moves the charge on another mass. The entire
surface of the Sun can be considered a electron charge surface and the
surface of the planets can be considered a charge surface and which
Faraday's law would move those planets in a closed loop circuit (a
orbital revolution in plane of ecliptic).

So I went searching to see whether the binomial coefficients are a
necessary part of the Maxwell Equations:

Google search for binomial coefficients Maxwell Equations

Maxwell–Boltzmann statistics - Wikipedia, the free encyclopedia
en.wikipedia.org/wiki/Maxwell–Boltzmann_statisticsIn statistical
mechanics, Maxwell–Boltzmann statistics describes the statistical ....
from N objects without regard to order is the binomial coefficient: N!/
(n! .... Substituting this expression for Ni into the equation for ln
W and assuming that N\ gg 1 ...
Hodge dual - Wikipedia, the free encyclopedia
en.wikipedia.org/wiki/Hodge_dualand by the symmetry of the binomial
coefficients, these two dimensions are in fact ..... In particular,
Maxwell's equations take on a particularly simple and elegant ...
The foundations of mathematics: 1800 to 1900 - Google Books Result
books.google.com/books?isbn=0816054258...
Michael John Bradley - 2006 - Juvenile Nonfiction - 162 pages
Gauss's law One of the four Maxwell equations that present a
unified ... to the formula . generalized binomial coefficient An
integer or fractional value given by ...
Electromagnetic Waves and Antennas
www.ece.rutgers.edu/~orfanidi/ewa/Aug 31, 2010 – Ch.1: Maxwell's
Equations: Review of Maxwell's equations, Lorentz force,
constitutive .... line sources, narrow-beam low-sidelobe designs,
binomial arrays, .... n2r - refractive indices to reflection
coefficients of M-layer structure ...
[PDF]
Applications of Maxwell's Equations
www.sfu.ca/physics/associate/emeriti/cochran/MAX.pdfFile Format: PDF/
Adobe Acrobat
by JF Cochran - 2004 - Cited by 4 - Related articles
corresponding to a demagnetizing coefficient Nz= 0.00467. . . 197. 6.9
A ring .... isfy Maxwell's equations , both E and B lie in the surface
of constant phase ...... Since | z |< L and R ≫ L one can use the
binomial theorem to expand r in powers of ...
The Mathematica guidebook for symbolics - Google Books Result
books.google.com/books?isbn=0387950206...
Michael Trott, Michael Trott (Ph. D.) - 2006 - Computers - 1453 pages
... standing wave-like solutions of the homogeneous Maxwell equations.
div Hr, tL = 0 ... L2 Asymptotic Series for n!, q-Series to q-Product,
q-Binomial, gcd-Free ... such that PS= OHqLn+1 [698], [211]. d) The q-
binomial coefficients [600], [96], ...
[PDF]
K-matrix, 46 diatomic chain, 48 EAM potential, 297 fcc lattice, 73 ...
media.wiley.com/product_data/excerpt/18/.../0470018518-3.pdfFile
Format: PDF/Adobe Acrobat - Quick View
barometric formula, 107. Berendsen equation, 116 binomial coefficient,
87 biomimicry, 244 blood plasma .... Maxwell equations, 281. Maxwell
stress tensor, 284 ...
[PDF]
Electromagnetic field theory for physicists and engineers ...
maxwell.ugr.es/rgomez/electrodinamicaprimeraparte.pdfFile Format: PDF/
Adobe Acrobat
theorems. For stationary media2, Maxwell's equations in differential
and integral forms ...... calculate the radiation fields at distances
r >> r' by expanding the binomial ...... and TL is the transmission
coefficient in the same plane, defined by. TL ...
Topics
guweb2.gonzaga.edu/faculty/cronk/chemistry/L00-index.cfm?...Binomial
coefficient: The second equation at left shows the definition of the
binomial .... The Maxwell-Boltzmann distribution is a probability
distribution that ...
Eventual partition of conserved quantities for Maxwell's equations
www.springerlink.com/index/h088x7036m5prj6k.pdfby TP Branson - 1984 -
Cited by 5 - Related articles
a classical solution to Maxwell's equations has compact spatial
support at some time, its energy is partitioned ... (89 n 1))
(binomial coefficient) components, in a ...

--- end of Google Search ---

I think I can summarize the essentialness of the Pascal triangle to
the Maxwell Equations, and to Quantum Mechanics itself. The binomial
coefficients or Pascal triangle is a math code for Probability
theory.
The probability where there are 2 possible outcomes in each event.

Contrasted with factorial probability or contrasted with Complementary
probability.

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

[Archimedes Plutonium]

On Jan 30, 4:54 pm, Archimedes Plutonium

<plutonium.archime...@gmail.com> wrote:
> Alright, what started this is that in EM-gravity, it is the Faraday
> law that makes a planet like Earth revolve around the Sun. And then
> noting that the Titius Bode Rule is based on the binomial
> coefficients, Pascal's triangle. So the reader can make the next
> logical surmises. That if the Maxwell Equations, especially Faraday's
> law is based on the binomial coefficients, then the Titius Bode Rule
> is proof that gravity is EM-gravity and based upon electricity and
> magnetism, not on how mass attracts other mass, but rather, how the
> charge of one mass moves the charge on another mass. The entire
>

(snipped)

Now another very interesting note about EM-gravity as opposed to
Newtonian gravity or
GR, is that in EM-gravity, we do not care about the interior of an
object and that all of EM-gravity takes places over the surface area,
as is well known in the Maxwell Equations that the focus is on the
outer surface. Unlike Newtonian gravity or General Relativity that
requires the physicist to focus on a "center of mass". In EM-gravity,
the focus is on "surface area".

Since the surface of the Sun is the largest surface of the Solar
System, it has the largest amount of electrical charge and can easily
bound the planets of their much tinier surface area of charge.
Remember, the EM force is 10^39 stronger than old gravity of Newton or
GR. So that it takes a minuscule charge for the surface of the Sun to
hold all the planets in orbit.

Now this surface phenomenon would easily explain why asteroids made of
iron metal can hold moons to them as the case of asteroid Ida and its
asteroid moon. Also, EM-gravity would easily explain why stars have a
tendency to go binary or even triple bounded stars, not because mass
of one attracts mass of another, but because charge of one surface
area in EM has so much stronger in pulling together other surface area
charged stars.

P.S. now perhaps the reason I was reluctant in giving up positron
space account that the Sun had a capsule of positrons for its center,
is because, like anyone transitioning from the old theories into the
new theories carries the baggage of falsehoods with them, whether they
like it or know it. So that when I transitioned into EM-gravity, I was
taking the fake baggage of "center of mass" and replacing it with
positron capsule as the center, when I should have known that in EM
force, the charge is on the surface area.