Epsilon=One
03-18-2006, 11:19 PM
In the beginning there is . . .
A dimensionless point . . . within a dimensionless sphere!
Depending upon the speed of the observer, the point is either infinitesimal or infinite.
The simplest concept, for all that exists, is the most complex; as the simplest must contain all the properties of the most complex; because the whole can be no more than its parts.
The Postulate: Everything that exists is constructed from simple motion and its geometry.
Motion and geometry are the common denominator for all that exists. Thus, it is: that from simple motion and its geometry (M&G) must be built a rationalization for all that exists.
Such a rationalization requires a disturbance of said simple motion that is created from nothing else but said M&G. Otherwise, without a disturbance, there will never be more than M&G between our theories concerning the limits of the infinitesimal and the infinite, which are a congruent singularity . . . a dimensionless point within a dimensionless sphere!
The motion is, in every direction, to and from the point, quaquaversal; the motion disperses; and, instantly, simultaneously, there is distance between the infinitesimal and the infinite.
In accordance with the Heisenberg Uncertainty Principle, there are unlimited straight lines, through the infinitesimal, with each opposing line-ending at the infinite limit.
Instantly, with motion there are three points, the midpoint and ends of said line that is referred to as an Infinity line (http://www.physicsmathforums.com/showthread.php?t=134), from which said motion emerges; such is one component of Triquametric motion (http://www.physicsmathforums.com/showthread.php?t=101).
And, at the same instance that there is distance and three points of emergent motion, all parts of the Infinity line (http://www.physicsmathforums.com/showthread.php?t=134) move into existence from loci that are equidistant from the three points of said motion.
Thus, the Infinity line (http://www.physicsmathforums.com/showthread.php?t=134) becomes the major diameter of an ellipsoid, while the loci on each side of the major diameter, equidistant from the center and ends, merge to become the foci of an ellipsoid with each focus half-way between the center and the respective end of the major diameter. This ellipsoid is referred to as an equilateral ellipsoid. And, before the equilateral ellipsoid, a seminal Emergent Ellipsoid.
The dynamics of Triquametric motion (http://www.physicsmathforums.com/showthread.php?t=101) is such that oscillations of harmonic slide, swing, and vibration are internally established within the structure of an equilateral ellipse because the salient structural parts are multiples of the Elliptical Constant (http://www.CQthus.com/PT/EC).
(If no image appears below, "Click" your browser "Refresh" icon.)
http://www.CQthus.info/PT/Ellipses/et250d.gif
An equilateral ellipse
An equilateral ellipsoid is heuristically described as a Brunardot Ellipse with equal vectors, "v," (Lines BF and DF) and focal length (wave, "w," Line BD) that form an equilateral triangle. Also, an equilateral Brunardot Ellipse has perigees and solitons (Lines EB, BC, CD, and DG) that are equal to one another.
It is the Natural function (http://www.physicsmathforums.com/showthread.php?t=121) (NF) that creates all the diversity that is found in Nature.
The function x˛ – x is labelled the Natural function (http://www.physicsmathforums.com/showthread.php?t=121) because its relationship is found within every ellipses (somewhat analogous to pi for circles), and all motion is derived from elliptical motion; and, motion is the common denominator of all Nature.
When the relationship of the soliton (half a wave) to the perigee is the NF, eight structural parts are multiples of a “unit” for the seminal ellipsoid. Said eight parts are referred to as the salient, intrinsic structures (SIS).
The “unit” is referred to as epsilon. The SIS for the seminal ellipsoid, when epsilon, “e,” equals one, are:the perigee, “p,” = x = 2;
the soliton, “s,” = NF = x˛ – x = 2;
the vector, “v” = x˛ = 4;
the wave, “w,” = 2s = 4;
the hypotenuse, “h,” = w + e = 5;
the radius, “r,” = 2p – e = 3;
the key, “k,” = p – e = 1;
the hypotenuse radius, “Hr,” = k = 1.
Thus, if energy moves triquametrically (to and from three points) between the infinite and the infinitesimal an ellipsoid is formed with the foci equidistant from the infinite and the infinitesimal. And, most importantly, an oscillating harmony is established that creates a spherical resonance with a radius equal to the “unit” that establishes the harmony of the complex oscillations of the internal structure.
Amazingly, all the above algebraic relationships of
the salient, intrinsic structures (SIS)
hold for any elliptical shape when
epsilon = one (e = h – w = 1).
It is the hyper-relativistic transfer of energy, back and forth, from the expanding ellipsoid to the resonating spheres, as the ellipsoid expands, that creates the quanta of space; the interruptions that are the “escapement” of fundamental, intrinsic time; and, the numbers and arithmetic manipulations that are the foundation of all mathematics.
©Copyright 2006 by Brunardot. All rights reserved.
Terms: PhysicsMathForums.com, Brunardot, and Pulsoid Theory must be cited.
Sorry! This Thread is under construction.
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A dimensionless point . . . within a dimensionless sphere!
Depending upon the speed of the observer, the point is either infinitesimal or infinite.
The simplest concept, for all that exists, is the most complex; as the simplest must contain all the properties of the most complex; because the whole can be no more than its parts.
The Postulate: Everything that exists is constructed from simple motion and its geometry.
Motion and geometry are the common denominator for all that exists. Thus, it is: that from simple motion and its geometry (M&G) must be built a rationalization for all that exists.
Such a rationalization requires a disturbance of said simple motion that is created from nothing else but said M&G. Otherwise, without a disturbance, there will never be more than M&G between our theories concerning the limits of the infinitesimal and the infinite, which are a congruent singularity . . . a dimensionless point within a dimensionless sphere!
The motion is, in every direction, to and from the point, quaquaversal; the motion disperses; and, instantly, simultaneously, there is distance between the infinitesimal and the infinite.
In accordance with the Heisenberg Uncertainty Principle, there are unlimited straight lines, through the infinitesimal, with each opposing line-ending at the infinite limit.
Instantly, with motion there are three points, the midpoint and ends of said line that is referred to as an Infinity line (http://www.physicsmathforums.com/showthread.php?t=134), from which said motion emerges; such is one component of Triquametric motion (http://www.physicsmathforums.com/showthread.php?t=101).
And, at the same instance that there is distance and three points of emergent motion, all parts of the Infinity line (http://www.physicsmathforums.com/showthread.php?t=134) move into existence from loci that are equidistant from the three points of said motion.
Thus, the Infinity line (http://www.physicsmathforums.com/showthread.php?t=134) becomes the major diameter of an ellipsoid, while the loci on each side of the major diameter, equidistant from the center and ends, merge to become the foci of an ellipsoid with each focus half-way between the center and the respective end of the major diameter. This ellipsoid is referred to as an equilateral ellipsoid. And, before the equilateral ellipsoid, a seminal Emergent Ellipsoid.
The dynamics of Triquametric motion (http://www.physicsmathforums.com/showthread.php?t=101) is such that oscillations of harmonic slide, swing, and vibration are internally established within the structure of an equilateral ellipse because the salient structural parts are multiples of the Elliptical Constant (http://www.CQthus.com/PT/EC).
(If no image appears below, "Click" your browser "Refresh" icon.)
http://www.CQthus.info/PT/Ellipses/et250d.gif
An equilateral ellipse
An equilateral ellipsoid is heuristically described as a Brunardot Ellipse with equal vectors, "v," (Lines BF and DF) and focal length (wave, "w," Line BD) that form an equilateral triangle. Also, an equilateral Brunardot Ellipse has perigees and solitons (Lines EB, BC, CD, and DG) that are equal to one another.
It is the Natural function (http://www.physicsmathforums.com/showthread.php?t=121) (NF) that creates all the diversity that is found in Nature.
The function x˛ – x is labelled the Natural function (http://www.physicsmathforums.com/showthread.php?t=121) because its relationship is found within every ellipses (somewhat analogous to pi for circles), and all motion is derived from elliptical motion; and, motion is the common denominator of all Nature.
When the relationship of the soliton (half a wave) to the perigee is the NF, eight structural parts are multiples of a “unit” for the seminal ellipsoid. Said eight parts are referred to as the salient, intrinsic structures (SIS).
The “unit” is referred to as epsilon. The SIS for the seminal ellipsoid, when epsilon, “e,” equals one, are:the perigee, “p,” = x = 2;
the soliton, “s,” = NF = x˛ – x = 2;
the vector, “v” = x˛ = 4;
the wave, “w,” = 2s = 4;
the hypotenuse, “h,” = w + e = 5;
the radius, “r,” = 2p – e = 3;
the key, “k,” = p – e = 1;
the hypotenuse radius, “Hr,” = k = 1.
Thus, if energy moves triquametrically (to and from three points) between the infinite and the infinitesimal an ellipsoid is formed with the foci equidistant from the infinite and the infinitesimal. And, most importantly, an oscillating harmony is established that creates a spherical resonance with a radius equal to the “unit” that establishes the harmony of the complex oscillations of the internal structure.
Amazingly, all the above algebraic relationships of
the salient, intrinsic structures (SIS)
hold for any elliptical shape when
epsilon = one (e = h – w = 1).
It is the hyper-relativistic transfer of energy, back and forth, from the expanding ellipsoid to the resonating spheres, as the ellipsoid expands, that creates the quanta of space; the interruptions that are the “escapement” of fundamental, intrinsic time; and, the numbers and arithmetic manipulations that are the foundation of all mathematics.
©Copyright 2006 by Brunardot. All rights reserved.
Terms: PhysicsMathForums.com, Brunardot, and Pulsoid Theory must be cited.
Sorry! This Thread is under construction.
Please Bookmark and return to this site often.
If there is an immediate need for information,
please e-mail directly at the below "Click" link.
Every effort will be made to expedite a reply
with the requested information.Please ask questions. :)
With questions it’s possible to know if
comments are logical and convincing;
or whether clarification is required.
......http://www.g2d.us/ws.gifhttp://www.g2d.us/s.gifhttp://www.g2d.us/t.gifhttp://www.g2d.us/m.jpg