PSI Blog 20221205 JWST Dumps Olbers’s Paradox and Confirms Infinite Universe Theory
The notion that light could travel nearly infinite
distances without losing energy is old-fashioned idealism.
Light from distant galaxies loses energy
over distance, in direct contradiction of Olbers's speculation.
From George Coyne[1]:
You may find that commenting on Olbers's paradox
is an appropriate topic. One of the problems that I notice in the paradox,
is the assumption that the universe is static and homogeneous at a large
scale. Could you comment on why your infinite universe model does not result in
a completely bright night sky?
From Wikipedia: "Olbers's paradox, also known as the dark night sky paradox, is an argument in astrophysics and physical cosmology that says that the darkness of the night sky conflicts with the assumption of an infinite and eternal static universe. In the hypothetical case that the universe is static, homogeneous at a large scale, and populated by an infinite number of stars, any line of sight from Earth must end at the surface of a star and hence the night sky should be completely illuminated and very bright. This contradicts the observed darkness and non-uniformity of the night.
The darkness of the night sky is one of the pieces of
evidence for a dynamic universe, such as the Big Bang
model. That model explains the observed
non-uniformity of brightness by invoking expansion of the universe,
which increases the wavelength of visible light originating
from the Big Bang to microwave scale via a process known as redshift. The resulting microwave
radiation background has
wavelengths much longer (millimeters instead of nanometers), which appears dark
to the naked eye and bright for a radio receiver."
[GB: George, thanks for the great question.
I included this problem in my Blog on Paradox Resolution. In short, paradoxes are resolved by finding the
erroneous underlying assumptions.
The night sky in the Infinite Universe is dark because
light from distant galaxies loses energy over distance. Like his
cosmogonical descendants, Olbers assumed that space was perfectly empty. That erroneous
assumption was critical for Einstein’s “Untired Light Theory,” which is the
foundation of the Big Bang Theory. As in the Wikipedia article, that idealistic
nonsense still infects cosmology as well as physics.
In the real world, nothing, whether particle or wave,
can travel from point A to point B without colliding with other things along
the way. For light, this means a change from high-energy short wavelengths to
low-energy long wavelengths. Given enough distance, this means light eventually
reaches the infrared region (the electromagnetic radiation detected by the
James Webb Space Telescope) and finally the really long wavelengths detected as
the Cosmic Microwave Background.
This is irrefutable evidence for energy loss over
distance and makes Olbers’s conjecture moot. The universal expansion ad hoc in
the Wikipedia article won’t cut it. It is totally unneeded and appears there as
the usual erroneous special pleading to save the faltering Big Bang Theory.
About the cosmogonical argument “the universe is
static and homogeneous at a large scale”:
Two points:
1. The universe is not static. Every portion of the universe is moving with respect
to other portions. Is it dynamic? Yes. Is it evolving like the cosmogonists
assume? No. Evolution is a property of each portion of the Infinite Universe,
but it cannot be a property of the universe itself. The universal mechanism of
evolution is univironmental determinism (what happens to a portion of the
universe depends on the infinite matter within and without). Obviously, the Infinite
Universe has no “without,” and thus cannot evolve as an entity, although the
entities within are continually forming via convergence and dissipating via
divergence.
2.
Nothing,
including the Infinite Universe, is homogeneous at any scale. That statement is derived from the Ninth
Assumption of Science, relativism (All things have characteristics that make them
similar to all other things as well as characteristics that make them
dissimilar to all other things). That is consupponible with the Eighth Assumption of Science, infinity
(The universe is infinite, both in the microcosmic and macrocosmic directions). BTW: the homogeneity assumed by cosmogonists is
sometimes called the “Cosmological Principle.” It is based on the Ninth Assumption of Religion, absolutism (Identities exist, that
is, any two things may have identical characteristics). That seems necessary
for their idea the universe exploded of nothing, or out of a mysterious
“singularity.” In either case, no differentiation would be expected. The
explosion would produce identical parts that later would combine as the
hypothesized finite universe evolved. The principle is sometimes stated as “an
observer's view of the universe depends neither on the direction in which he
looks nor on his location.” You can dismiss that yourself by simply looking out
your window. Cosmogonists would say you need a big enough scale. Sorry, but the
space telescopes have already proven that no two directions in the universe are
perfectly identical. Instead, each view is unique, having some characteristics
that are similar and some characteristics
that are dissimilar to all other views.]
[1] George is the Head of the Vancouver Regional Office of
the Progressive Science Institute. He is the author of: Coyne, George, 2021,
Notfinity Process: Matter in Motion (2nd ed.), JCNPS, 408 p. [https://go.glennborchardt.com/Notfinity21].
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1 comment:
Dear Glen,
Apropos your Blog's thesis which:
[quote]
... challenges the current, wildly popular, though absurd claim that the universe is finite and that it exploded out of nothing.
[unquote]
Perhaps 'absurd' may be too extreme a perspective since, logically, we can construct a mathematical model of a hypothetically finite 'universe' which recycles; admitting, moreover, a 'beginning' of time, and a 'finite' age---albeit relatively:
See Case 5 in Section 20.D.c (Modelling the states of the total energy in a universe that recycles) of my book [An22].
As you may note from my argumentation, natural phenomena that can only be represented mathematically by a non-terminating sequence of states need not necessarily entail either a completed, or unattainable, 'infinity'---they may only entail the existence of a discontinuity (such as, say, the transformation of volume measures from the states: ice to water to steam).
The issue is recognising that although fractal constructions are non-terminating, and every Cauchy sequence in a Set Theory such as the first-order ZF has a mathematical Cauchy limit within the theory, Cases 1 to 4 in Sections 20.C.a to 20.C.d of my book [An22] demonstrate that the physical limit of a natural phenomena, which can only be represented mathematically by a non-terminating sequence of states, need not correspond to the set-theoretically postulated Cauchy limit.
Kind regards,
Bhupinder Singh Anand
CV: https://www.dropbox.com/s/ohrhhinjvg5zj7s/
[An22] The Significance of Evidence-based Reasoning in Mathematics, Mathematics Education, Philosophy, and the Natural Sciences. Second edition, 2022 (Forthcoming).
https://www.dropbox.com/s/gd6ffwf9wssak86/
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