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Title:   The Quantum Length Of Our Universe : An Abstract.
Author:  Saurav Das.
Email:   uftuser@vsnl.in
Subject: Physics, Quantum Mechanics.
Category:Letter.

Respected Sir/Madam,

This mail requests a peer review of a paper written by me
that may contain solutions to quite a few important problems
in present day physics. If you can please peer review my
paper, see the next paragraph for details. If you cannot do
so for some reason I earnestly request you to forward this
mail to someone aquainted to you who can peer review my paper,
it would help me a lot.

And if you can peer review my paper. First of all know this
that I have good respect for the time and effort you are willing
to invest reviewing my paper. I do not want to use either of
these in an unreasonable and wasteful fashion. So below I am
providing you with a very short rezult that I formulated and
most of the important works in the paper are based on or around
this rezult. So first review the following 4 paragraphs and
consider the facts and their associated implications. Then if
you think it is worth further review or if you are just curious to
investigate/know further you can continue or quit as you decide.

The Rezult:      l[q] = h / (m[p].c)

In words: The quantum length l[q] is equal to the Planck's constant
h divided by the rest mass of a proton m[p] and divided by the
speed of light in vaccum c.

Here [all in MKS system of units]
     h = 6.625 E -34 J.s  [The Planck's constant]
     c = 2.998 E +8 m/s [The speed of light in vaccum]
  m[p] = 1.672 E -27 Kg [The rest mass of a proton]

So we get by putting in the values in the equation.
l[q] = 1.3216 E -15 m [the quantum length of this universe]

I am giving the reference to my paper where you can find the proof
of the above rezult. The BGSST Paper: Page 60-62,
Articles 4.2.16). - 4.2.22).

Why do we call it the quantum length of our universe and what is
so special about this value of length in our universe ?

1). This length is the same as the proton particle's radius.
The experimental data on the proton particle closely confirms this.
This fact must be independently verified. The proton is stable
because it has its radius equal to this minimum length or quantum
length of this universe and will never decay into sub particles.
Plus Add. Ref. The BGSST Paper Page 299-300, Articles 6.0.36). - 6.0.38).

2). The wavelength of the maximum energy photon, with minimum
wavelength and with maximum energy density per unit space is the
same as the length given above. Or wavelength of maximum energy
photon l[emax] = l[q]. Again the experimental data on the photon
particle energy distribution closely confirms this. This fact must
be independently verified.

[this is supportive only you have to review the paper to confirm this]
3). And we know that the Tau particle is the only heavy lepton
known to us but till now we have found no real reason for this.
But in my paper I have derived a proof for this fact that only
one heavy lepton is possible. I have also been able to get the
exact tau particle mass using this proof. And in this proof I
have used this quantum length l[q] as a reference length value
to get the correct rezults, so this length must be correct.
Unfortunately it is too big to be included here. I am giving
the reference to my paper where you can find the proof.
The BGSST Paper: Page 316-317, Articles 6.0.69). - 6.0.71).
Plus Add. Ref. Page 308-310 Articles 6.0.50). - 6.0.53).

First of all thank you for reading this far. Do me another favour
please mail me back your analysis of the above 4 paragraphs at
feedback@gsst.net. And be completely frank with your opinions, I
need independent reviewer analysis to perfect my work.

If you want to proceed further to actually download the paper and
review it, you are most welcome.

Important Before You Download !

If you really want to download the above mentioned paper and review it,
it is a good idea to download the web pages given below first. As the
paper itself is quite a big collection of various topics and theories
interrelated to each other, the pages given below contains references
to various important articles and topics contained in the paper which
will act as a starting point or guide to this paper in general.

1). http://www.gsst.net/bgsstlnk.html
or  http://gsst.freeshell.org/bgsstlnk.html
[detailed description of the most important topics discussed in this paper]

2). http://www.gsst.net/top10.html
or  http://gsst.freeshell.org/top10.html
[Description of the most important 10 problems that
are dealt in the paper. Includes reference articles
from the paper and abstracts related to these problems.]

Some Preview Data : Paper Size = 687 kb, No. of Pages in Paper = 370 pages,
                    Paper Format = PDF

Instructions : Use any of the urls given below if one fails use another.
You will be prompted to save a zip file called bgsstpd.zip, choose to
save it in your local storage, it is actually the paper you are recieving
from the server.

Unzip the file bgsstpd.zip you will get bgsst.pdf file.
Use Adobe Acrobat Reader (>v 4.0) or any other pdf file
viewer to review my paper. I recommend you to use Adobe
Acrobat reader for best rezults.

Download Paper From: http://www.gsst.net/bgsstld.html
          or: http://gsst.freeshell.org/bgsstld.html

Please mail me all your questions, comments and problems at
feedback@gsst.net

Thanking You,

Yours faithfully,
Saurav Das.