THE EXPONENTIAL COSMOS

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THE EXPONENTIAL COSMOS

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  • THE COSMIC XPXP
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  • EMBODIMENTS OF XPXP
  • XPXP PECULIAR MOTION
  • SHORT SUBJECTS ("SHORTS")
  • COMPREHENSIVE THEORY
  • CONTACT

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EMBODIMENTS OF XPXP

"LOCAL" FORMS OF EXPONENTIONAL EXPANSION (XPXP)

This is a model of an exponentially expanding universe, therefore it requires a knowledge of exponential mathematics.  Because the universal expansion coefficient Ho is infinitesimal, the exponential nature of motion is not noticeable on a local scale.  But on large scales, universal motion is logical and consistent when described by the Hubble/LeMaitre law.  IT IS NOT POSSIBLE TO ACCURATELY DESCRIBE THE XPXP  UNIVERSE WITH NON-EXPONENTIAL MATHEMATICS. This is why the standard model fails.

Exponential equations should reduce to classical equations (correspondence principle), and they do. 

  The Hubble Flow is the obvious expression of universal exponential expansion (XPXP). However, XPXP also explains local situations which seem to have no relation to an expansion. “Embodiments” of the expansion are shown below. They differ from the cosmic flow because of the distribution and amount of matter present. But it is shown that the same principles apply to 3 expansions: THE COSMOS, CONCENTRATED MATTER, and SPIRAL GALAXIES. One significant discovery is that "GRAVITATION" is an expansion of the space surrounding a concentrated mass...and does not apply to all distributions of matter. A variable exponential expansion coefficient, H, determines the character of that embodiment. The Universal Hubble constant, Ho, is the familiar expansion coefficient for the universe. Ho for other expansions is determined by the parameters of those expansions.  


XPXP APPLIES TO ALL SITUATIONS WHERE MATTER EXISTS. DIFFERENT FORMS (EMBODIMENTS) ARE DETERMINED BY A COMMON PRINCIPLE AS SHOWN IN THIS PDF. Ho FOR LOCAL EXPANSIONS ARE DEFINED BY LOCAL PARAMETERS, AND ARE NOT  HUBBLE'S Ho (UNIVERSAL) CONSTANT.

 XPXP explains "local" situations which seem to have no relation to an expansion. Five “Embodiments” of the expansion are shown below, in greater detail, and how the expansion coefficient H varies for each. These are: 

1- THE UNIVERSAL HUBBLE FLOW   2- INTERNAL CONCENTRATED MATTER   3.- EXTERNAL TO CONCENTRATED MATTER.   4- INTERIOR OF BULGE OF SPIRAL GALAXIES     5- EXTERNAL TO BULGE OF SPIRAL GALAXIES.

 It is seen that the same principles apply to all forms of the expansion. 

The exponential coefficient H determines the character of each embodiment by associating the expansion of matter and expansion of volume of the embodiment. The famous Hubble constant, Ho, applies only to the universal flow.

93AA EMBODIMENTS of XPXP (pdf)Download
94AA EMBODIMENTS of XPXP (pdf)Download

THE MATH OF CONCENTRATED MASSES AND GRAVITY

PDF SHOWS HOW LOCAL EXPONENTIAL EXPANSION OF MATTER AND VOLUME CREATES STARS AND PLANETS (AND GRAVITATION)  

90AA GRAVITY-XPXP CONCENTRATED MASSES (pdf)Download

THE MATH OF SPIRAL GALAXIES

  HOW STARS WITHIN THE "BULGE" EXPAND, AND WHY THE VELOCITY CURVE FLATTENS EXTERNALLY

92AA EXP SPIRAL GALAXIES (pdf)Download

"CENTERING THE EXPANSION"

A MATHEMATICAL METHOD TO DETERMINE LOCAL PARAMETERS FOR THE XPXP COEFFICIENT, H.

60AA CENTERING THE EXPANSION (pdf)Download

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