Steven Weinberg commented on the issue of multiverse (at http://www.nybooks.com/articles/archives/2013/nov/07/physics-what-we-do-and-dont-know/
). He wrote, “Inflation is naturally chaotic. Bubbles form in the expanding
universe, each developing into a big or small bang, perhaps each with different
values for what we usually call the constants of nature. The inhabitants (if
any) of one bubble cannot observe other bubbles, so to them their bubble
appears as the whole universe. The whole assembly of all these universes has
come to be called the multiverse. ... Such crude anthropic explanations are not
what we have hoped for in physics, but they may have to content us.”

Per Weinberg’s definition, the bubbles are distinguished by
the different nature constants which they carry. Now, let’s discuss two bubbles
only.

a.
The bubble (us) has three well defined
nature constants [e (electric charge), c (light speed) and ħ (Planck
constant)]. Then, these three constants are locked with a pure number, the
Alpha.

b.
The bubble (A) has some different nature
constants [d, f, g and more], and we do not know anything about these
constants. It might also be locked in some way, or might be not. If it does, we
can also call it the Alpha [bubble (A)].

Thus, the Alpha should be a function of Alpha (bubble x) = Alpha
[something (some nature constants perhaps), bubble-specific factors]. That is,
Alpha must be bubble dependent according to Weinberg’s definition.

For the Alpha [bubble (us)], it is a lock which locks three
bubble (us)-nature-constants. Yet, if we can show that the Alpha [bubble
(us)]-equation is completely independent from any bubble (us)-factor, then it
should be a bubble-independent parameter (a universal parameter for bubble
(us)).

I have showed that the Alpha (bubble (us))-equation as
follow.

Beta = 1/alpha = 64 ( 1 + first order mixing + sum of the
higher order mixing)

= 64 (1 +
1/Cos A(2) + .00065737 + …)

= 137.0359 …

A(2) is the Weinberg
angle, A(2) = 28.743 degrees

The sum of the higher
order mixing = 2(1/48)[(1/64) + (1/2)(1/64)^2 + ...+(1/n)(1/64)^n +...]

= .00065737 +
…

This Alpha equation is dominated by the number (48 and 64)
and the Weinberg angle. If these three numbers are bubble independent, then the
Alpha (bubble (us)) is a universal parameter for all bubbles.

First, I would like to ask a question which has two parts.

Is math the human construct and only as the *tool* for
describing the laws of Nature? Or, the laws of Nature are embedded in math?

If all laws of nature (physics) are embedded in math, and
all laws of nature (including the nature constants) are direct consequence of
math, then the *Inflation chaos* can only make bubbles but not *different kind
of* bubbles. Thus, the way to examine the multiverse-hypothesis is hinged on
the fact whether we can *derive* all known (including the unknown) laws of
Nature from *math* or not.

As the math universe is *infinite* while the nature universe
is finite, this task becomes concretizing infinities (the countable and the
uncountable). In the book “Linguistics Manifesto (ISBN 978-3-8383-9722-1)”, it
shows two concretizing processes.

One, embedding the countable infinite in finite --- this is
done by trisecting an (any) angle. The following is quoted from that book.

If a thing "TA" is the product of an infinity to
finite transformation, then TA is the concrete representation of that infinity.
Can we find such a TA?

If such a TA does exist, it must be produced with
"infinite" steps. Then TA and infinity (TA) are two sides of the same
coin. That is,

From TA, we get infinity (TA)

From infinity (TA), we get TA.

In mathematics, there are two kinds of infinity, countable
and uncountable. There is a commonly accept belief that there is no way to
trisect an angle in Euclidean geometry. In fact, if we can evenly divide an
angle, we can always trisect that same angle with the following process.

Divide angle A evenly.

Divide the two angles evenly again.

The top and the bottom angles are now 1/4 of A. As they are
symmetrical, we will look the top angle AT only.

The middle angles are divided evenly again. They become 1/8
of A.

Let AT plus 1/8 A, and it is larger than 1/3 A.

Divide the 1/8 A evenly again, 1/16 A.

Let AT (1/4 + 1/8) minus 1/16 A. "AT" is now
smaller than 1/3 A.

the above process goes countable steps.

Then, AT = 1/2 - 1/4 + 1/8 - 1/16 + 1/32 - 1/64 + 1/128 -
1/256 + 1/512 - 1/1024 + 1/2048 -... +...

= .33349 - ... + ... = .3333333333333..... = 1/3

With countable steps, the above process trisects the angle A
"exactly". That is,

with countable infinity, we get AT. With AT, we get
countable infinity.

With the above trisecting angle procedure, we know that 1/3
= 0.333333..., that is, 1/3 has countable number of digits. In mathematics, we
do know that the number pi (=3.14159...) is a normal number, that is, it has
uncountable number of digits in it. Then, how can we reach pi (precisely)?
Well, we can reach it with the following equation.

Equation A:

(The circumference of a circle with a radius of 1/8) = 1 -
1/3 + 1/5 - 1/7 + 1/9 - 1/11 + 1/13 - ... + ... (with "countable"
infinite steps)

= pi / 4

That is, the number pi (which contains uncountable number of
digits) is reached with a "countable" steps. So, the uncountable
infinity can be renormalized with countable infinity, and countable infinity
can be renormalized with the trisecting angle procedure.

Note 1: There is something interesting in equation A. The
circumference of a circle with a radius of 1/8 (with an even number
denominator) can be reached only with a sequence of odd number denominators.

Note 2: The area of this circle = pi / 64; then, the number
"64" must be fundamental for this uncountable infinity
renormalization process.

In the two equations above, the countable is concretized as
a trisected angle, and the uncountable is concretized as a pie (with a radius
of 1/8). These two concretizations are in fact the the creation process (from infinities to
finites), and it depends on two very important numbers [3 (or 1/3), 64 (or
4^3)]. Yet, these are the numbers for the Alpha-equation above. The “Theoretical
calculation of Cabibbo and Weinberg angles (http://prebabel.blogspot.com/2011/10/theoretical-calculation-of-cabibbo-and.html
)” is also the direct consequence of the *trisected angle* and *the division of
the pie (pi)*. That is, the

Alpha (bubble (us)) is not bubble dependent but is derived from a universal *concretization* process.

Alpha (bubble (us)) is not bubble dependent but is derived from a universal *concretization* process.

The definition for bubble is that two bubbles must not have
any connection. If there is a connection between two bubbles, they are in fact
a single bubble. Thus, as soon as we show that Alpha [bubble (us)]-equation is
bubble-independent, there is no need for us to content with the bubble(s) issue
anymore. The concretization in the Nature math is indeed fulfilling a *mission*
of bubble-busting. Thus, the multiverse-hypothesis is wrong. Furthermore, the
physics underneath this Alpha-equation must be the fundamental for all laws of physics.
This truth sits here silently, blocking all detour attempts.

The above approach are significantly different from the
current paradigm. The major difference is about the view on *MATH*. In the past
500 years, the Math was viewed as a human construct. Every great mathematician
in the past created a set of lego pieces and built some great artistic
wonderful structures. Yet, incidentally, many of these artificial structures
are great *tools* for describing the laws of nature. This view was the history
and cannot be arguing against. But, my view on math goes beyond that. That is,
the physical universe is only a *subset* of the math universe, and all laws of
physics (nature) can only be the emergent of laws of math. So, all known laws
of physics (nature) must be directly *derived* from the laws of math, and all
unknown laws of physics must also be derived from the *pure math*. Of course,
if I cannot actually show the *derivations* of those laws from pure math, it will
just be a personal opinion (simply nonsense). But, I have showed the
calculations of the Cabibbo/Weinberg angles and Alpha. I also showed the
calculations for dark mass and dark energy [DARK ENERGY, MYSTERY NO MORE! (http://tienzengong.wordpress.com/2013/09/25/dark-energy-mystery-no-more/
)] and the string unification. I think that these are enough as appetizers.
Investigating the *physics* underneath those appetizers is much easier than
building a new collider while I personally do support for building a new
collider.

My project has only a very few steps.

i.
Concretizing the infinities (both countable and
uncountable) with *physical* processes (the trisecting an angle and *dividing a
pie*). This concretizing process is the *creation* process, and the
Alpha-equation is this creation equation, as the anchor or the lock for the
process.

ii.
Second tier concretizing process (the rising
dimensions) --- this is completely different from the ultra-dimension of
M-string theory. This dimension is defined with Georg Cantor’ theorem ( In
1870s, Georg Cantor proved that every n-dimensional space can always be brought
into a one-to-one correspondence with the one dimensional line, that is, one
dimensional line can give rise to n-dimensional space. See http://prebabel.blogspot.com/2012/04/origin-of-spatial-dimensions-and.html
). The number *64* becomes (4^3). That is, 3 spatial dimensions while each
carries 4-sub-dimensions; total of 64 dimensions. Then, these 64 dimensions are divided into
two groups, 48 matter (anti-matter) dimensions and 16 vacuum dimensions (the
dark energy). Yet, with the inter-dependent relations, these 64 dimensions are
reduced to 11 dimensions [7 colors (packed and hidden) and 4 expressed].

This 4-sub-dimensions form a higher symmetry than the
Standard Model symmetry, that is, the SUSY (with s-particle) is ruled out.
Then, the Quantum/gravity unification and the mass-rising mechanism are truly
the same issue. I have showed that the ħ (Planck constant) is, in fact, the
gravitation force for the ground state of a hydrogen atom (see http://www.prequark.org/Gravity.htm
which also discusses the mass-rising mechanism).

For the past 100 years, physics is very successful while
*ignoring* some other obvious *facts*, the life and the math (using it only as
tools). The exclusion of these two facts from the scope of physics was
necessary tactically, as the laws of physics are, thus far, seemingly unable to
encompass them two. But, by excluding them in *principle* (such as using
Boltzmann Brain as a possible cause for the rising of life), physicists are
then fooling themselves, as this Nature consists of, at least, three parts.

a. The physical universe (not including life),

b. Lives,

c. Numbers.

Then, there are two possibilities. There are three different
sets of laws for these three parts. Or, those three are governed with a set of
unified laws. For the current physics
paradigm, it has chosen the former. On the other hand, I have selected the later
(they are unified). With this choice, the other two facts (lives and numbers)
become the *check points* for forming the physics theory.

Life has two very important attributes, the individuality
and the need of processing information (needing a computing device). Thus, a
physics theory which give rise to life must encompass,

i.
A four color system (red, yellow, blue, white)
or (A, G, T, C) which gives rise to individuality.

ii.
A computing device --- abacus, counting straws
or a Turing machine.

Numbers encompass infinities (countable and uncountable).
Thus, a physics theory must also encompass those infinities (in a concretized
form, at least), not just cut-them-off by using the renormalization.

With the above view, now we have two types of physics.

A. Human physics --- physics laws *discovered* by human.

B. Nature physics --- physics laws created by Nature.

These two types of physics are significantly different in
the aspect of the emerging processes. The human physics comes about in piece meal.
The Nature physics must come as an axiomatic system expression, that is, the
axiomatic physics (see http://prebabel.blogspot.com/2012/04/axiomatic-physics-final-physics.html
). This axiomatic physics goes way beyond some numbers. I have used some numbers
(the Cabibbo and Weinberg angles, Alpha and Planck data) as the showcases for
it, because there is no arguing about whether we have matched those numbers or
not.

On the same token, there are two types of math.

C. Math of Nature --- giving rise to a physical universe
(concretizing the infinities).

D. Math of human --- inventing some lego pieces and building
some wonderful lego structures.

Today, the math is very much different from the physics. The
validity of math needs not be verified by any *external* physical reality, that
is, it is in fact de-linked from the physical universe in principle although it
is the best *tool* for describing the laws of physical universe. So, my
questions are:

a. Is the math we know of today (human math) mainly the
human construct (as the lego games)?

b. Is the human math the re-discovery of the Nature math,
similar to the human physics which is the re-discovery of the Nature physics?

c. If there is indeed a Nature math, what is its *mission*?

d. Is the human math converging to the Nature math? Or just
going all over the map, as the scope of the Nature math has infinite degree of
freedom?

e. Is the Nature math governed by a set of unified laws
which also govern the physical universe and life?

f. Many more.

The above questions are simple and reasonable, and they
should change our view about math completely just by those questions,
regardless of their answers. By choosing a *unified* view, the math becomes the
*check-point* for any physics theory, and the structure of the laws of physics
also must be the structure of the Nature math. The symmetry structure of the
laws of physics are indeed the properties of many math structures. Steven
Weinberg said, "String theory is attractive because it incorporates
gravitation, it contains no infinities, ...". Yet, with this unified view,
the physical universe (although totally finite) must encompass all infinities
which are the essential parts of the math universe. And, this becomes a very
important check-point for any physics theory. Thus, the concretization of
infinities in a physics theory becomes the central point. Yet, we don’t see any
such a connection between the human physics and the human math. The major
problem comes from the definition of *continuity* in math, which sweep the
essence of the Nature math under the carpet. The key essence of the Nature math
can be expressed with one simple equation.

A – b = 0 but A
is not b.

What does this mean?

The *numbers* are in *principle* (with some exceptions) not
*reachable* by all finite *means* (arithmetic / algebra operators, etc.), such
as (1/3) = .333… = .3C (C as countable digits) ; Pi = 3.14159… = 3.14159+ (+ as uncountable
digits) ; etc. . This *unreachable* fact is permeated all over the places. The
simplest example is the prime numbers which are unreachable by the
*multiplication* operation (see The unreachable number principle (http://tienzen.blogspot.com/2012/05/unreachable-number-principle.html
). Thus, when b being a *touching* number of A [that is, their distance (A – b)
= 0], but A is not b. That is, b is unreachable by all means, and the best way
to identify b is A+ or A-. Thus, the majority of numbers must be *color* coded
[let, A as yellow, A- as red and A+ as blue]. Then, there are *reachable
numbers* (the white).

As numbers must be a colored-system, it could be the base
for the life-color system (A, G, T, C) which gives rise to individuality. In
fact, life has a third attribute, the immortality which needs 3 additional
codes (colors) --- G1, G2 and G3 [G1 as M (male), G2 as F (female) and G3 as K
(kids)]. If we can show that the numbers are in fact a 7-color system, then the
Nature math is the base for life.

In the book “Super Unified Theory (ISBN 0-916713-02-4,
Copyright # TX 1-323-231, Library of Congress Catalog Card Number 84-90325)”, the
entire set of laws of physics is *derived* from this Nature Math, and the half
of the book is about this Nature Math.

Chapter 7 --- Colored numbers (page 53 – 61)

Chapter 8 --- Chromology (page 62 – 69), colored numbers
(part 2)

Chapter 9 --- Unilogy (page 70 – 74), *punched* topology

The Chapter 7, it gives a detailed description about numbers
which are a 7-color system.

This new paradigm claims that the *mission* for the math of
Nature is to derive all laws of Nature (physics). Thus, I must show at least
one solid example here, in addition to the deriving of the Cabibbo / Weinberg
angles and the Alpha.

Again, the essence of the math of Nature is all about
infinities and the pathways of their concretization. That is, the key equation
is,

A – b = 0, but A is not b.

This means that most of numbers are unreachable by finite
means (arithmetic and algebra operations), as every *finite* number is the
concretization of infinities (either countable or uncountable), and it does
carry a tail with infinite digits. That is, for any selected number *A*, it is
surrounded by zillions (at least two) neighborhood numbers which are not
distinguishable from the number *A* by all means. Thus, all those unreachable
(indistinguishable from the number *A*) numbers must be color-coded, such as, b
= A (red) or = A (blue).

Yet, there is always a number C, and

A – C > 0

The largest C cannot truly be determined with finite means.
But, in principle, there is always *a* largest C in the physical universe
*with* finite means. That is,

A – C = g

Although we do not know the exact value for g, g is larger
than 0 (g > 0). In the math universe, g is un-determined and can approach
the concept of *continuity*. Yet, in the finite (physical) universe, this g
becomes the smallest *deterministic unit*, distinguishing the number *C* from
the number *A*. Indeed, for the *physical* universe, the g can actually be
determined. Let,

X-axis as space, thus, the (delta S > =g).

Y-axis as momentum, the (delta P >= g).

So, (delta P) x (delta S) >= g^2

In physics, the photon is the medium for causality (see
Constants of Nature, http://www.prequark.org/Constant.htm
). Thus, the smallest *deterministic* unit (for causality) in the physical
universe is (photon / c), c is the light speed.
That is, in the physical universe, g^2 = (photon / c).

Yet, photon is the result of the interaction of e
(electron).

So, g^2 = (photon /c) = (e^2/c), e is electric charge.

In the article “The Rise of Gravity and Electric Charge, ( http://www.prequark.org/Gravity.htm
)”, the e-charge is,

e (charge) = (L * C)^(1/2) = [(1/2) ħ * C]^(1/2); L the
angular momentum, C light speed, ħ (Planck constant).

So, g^2 = ħ * C / C = ħ,

Thus, (delta P) x (delta S) > = g^2 >= ħ

Now, the uncertainty principle of physics is the direct
consequence of the *Nature math*, the essence of infinities and of unreachable
of numbers. With this *derivation*, this new paradigm is fully verified. Yet,
there is one very important additional point. That is, this major essence of
the *unreachable numbers* is swept away in the human math by the concept of
*continuity*. That is, the human math is completely unaware of this *Nature
math*.

The
cyclic universe (C-multiverses) with different initial conditions while having
the same physics laws and nature constants is the central point in the book
“Super Unified Theory; ISBN 9780916713010, US Copyright number TX
1-323-231”.

The
simultaneous-coexist-multiverse (S-multiverse, with different physics laws and
nature constants) is totally wrong.

See
http://scientiasalon.wordpress.com/2014/06/05/the-multiverse-as-a-scientific-concept-part-ii/comment-page-1/#comment-3158
and https://medium.com/@Tienzen/it-multiverse-is-a-theoretical-conjecture-one-that-makes-sense-but-it-isn-t-a-scientific-4abe8a8ac63

Note (added
on August 28, 2016):

The current
(2016) mainstream physics status is this:#PostCheckmateTTF (Post Checkmate
temper tantrum fit).

See https://tienzengong.wordpress.com/2016/08/26/vision-eulogy-the-post-checkmate-temper-tantrum-fit/

Copyright © October 2013 by Tienzen (Jeh-Tween) Gong

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