 |
|
In
the beginning...
God has been out there
for eternity. In the beginning he was there alone. For an unimaginable
number of millennia there's been nothing but him in the world. In fact,
there was no world either. Since the eternity is infinitely long, God
naturally got rather bored having done nothing for so long. That was
probably why he eventually had a thought: if he is God and therefore
omnipotent, he should not be just sitting, suffering from boredom - he
should do something. No doubt, he could have done everything in a blink of
an eye. For some reasons, however, he decided not to hurry. First he created
heavens and earth. To reduce the possibility of a mistake, God needed light.
It is clear, thus that in the preceding millennia he was forced to sit in
total darkness. Fortunately, he was not at risk of hurting himself against
something because there was nothing around … (La Bible Amusante)
Monocosm and observer-experient related papers
 | On the Origin of R-species, published in:
 |
Europhysics Letters 32 (8) (1995) 621-626,
under the title
A Linear Solution of the Four Dimensionality Problem
(PDF).
DOI:
10.1209/0295-5075/32/8/001. One of the earliest
applications of topos theory in mathematical physics.
Discovery of a connection between the dimensionality and metric
properties of unital algebras and internal logic of topoi
they generate - if the internal logic of a topos is Boolean then the
topos is generated by the quaternion algebra. The first technically accurate description of
natural Minkowski inner product
on quaternions. |
|
| Natural FLRW Metrics on the Lie Group of Nonzero Quaternions,
published in:
| International Journal of Theoretical
Physics 46 (2) (2007) 251-257, under the
title "Natural Geometry of Nonzero Quaternions",
(PDF).
DOI:
10.1007/s10773-006-9234-9. Discovery of a non-flat relativistic structure on nonzero
quaternions - together with the natural Lorentzian metric they form a
solution of the Einstein equations (closed FLRW geometry).
|
|
| Geometric modification of quaternionic quantum mechanics,
published in:
| IJTP 47 (2) (2008) 492-510, under the title "GR-friendly description of
quantum systems", (PDF).
DOI:
10.1007/s10773-007-9474-3. A generalization
of quantum mechanics that incorporates the kinematics of
general relativity, and converts some of the axioms of GR into true
theorems. It is shown that the dynamics of the theory is
represented by a relativistic generalization of Schrödinger evolution
and is equivalent to a
superposition
of three dependent Hamiltonian flows (hyper-Hamiltonian flow). |
|
The above papers are
copyrighted, and downloads are permitted for personal study only. For any
other use please contact the author and/or corresponding publisher.
**********************************************************************************************************************************************************************************************************
|
|
