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发帖数: 205 | 1 The Structuring Force of Galaxies （3rd Version)
http://rxiv.org/pdf/1103.0110v3.pdf
The concept of rational structure was suggested in 2000. A flat material
distribution is called the rational structure if there exists a special net
of orthogonal curves on the plane, and the ratio of mass density at one side
of a curve (from the net) to the one at the other side is constant along
the curve. Such curve is called a proportion curve. Such net of curves is
called an orthogonal net of proportion curves. Eleven years have passed and
a rational sufficient condition for given material distribution is finally
obtained. This completes the mathematical basis for the study of rational
structure and its galaxy application. People can fit the stellar
distribution of a barred spiral galaxy with exponential disk and dual-hand
structure by varying their parameter values. If the conjecture is proved
that barred galaxies satisfy a rational suffcient condition then the
assumption of galaxy rational origin will be established.
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"This paper completes the mathematical basis for the study of rational
structure, and presents the galaxy conjecture that barred galaxies are all
rational structure in excited minus state. The conjecture can be proved or
disaproved by the straightforward testification that the quantity
(−B −√Δ)∇f ・ ∇(B/A) + 2A∇f ・ &
#8711;(C/A)
is zero for the barred pattern. We look forward to the experts in numerical
calculation who fulfil the call. If the conjecture is proved, we will see
the light pointing to the discovery of the secret of life and the universe.
Otherwise, mankind would continue to seek the truth under the darkness." |
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