Unimetry is the geometry of the Universe

[Epsilon=One]

Unimetry is the geometry of the Universe

Unimetry is a Natural mathematics for explaining the phenomena of the Universe that emphasizes geometry and algebra; and, is based upon:

the Elliptical Constant (www.101123.com/EC), εpsilon = One.

Much of Unimetry is based upon: the Brunardot Series (www.101123.com/BS), the Natural function (www.101123.com/NF), the Proof of One (www.101123.com/PoO), the Elliptical Constant (101123.com/EC), and Triquametric motion (www.101123.com/TM) as they relate to the four Congeneric Realms (www.101123.com/CRR) of the Equilibrium Theory of Reality (www.101123.com/ETR) (ETR).

An example of Unimetry is the unique combination of geometry, motion, and hyper-relativistic speed of the Emergent Ellipsoid (www.101123.com/EEd) as the precursor of all structure that exists.

Unimetry is more than geometry and algebra; Unimetry relates the source of numbers and mathematic/arithmetic manipulations to Nature. The fundamental relationship is established by the Pulsoid (www.101123.com/P) of Pulsoid Theory (www.101123.com/PTis), which is an Emergent Ellipsoid (www.101123.com/EEd).

Unimetry,
the geometry of the Universe,
is the geometry of Nature.

©Copyright 2005-2008 by Brunardot. All rights reserved.
Terms: PhysicsMathForums, Brunardot, and Pulsoid Theory must be cited.
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[ste]

I'm having trouble understanding the difference between Unimetry and the existing mathematical and geometric fields that already exist. I do not see its significance. If, as you stated, it is a "combination" of several existing fields, how are they related to one another? How does Unimetry bring any of the maths and sciences together at all?

How does Unimetry tie in to nature? Can you explain the concept of a pulsoid using Unimetry?

[Epsilon=One]

I'm having trouble understanding the difference between Unimetry and the existing mathematical and geometric fields that already exist.The existing fields do not recognize a proof of mathematics that is a consequence of Nature.

How does Unimetry bring any of the maths and sciences together at all?Currently, physics does not recognize mathematics as a Natural phenomenon that physics is as dependent upon as the "forces" for its foundation.

How does Unimetry tie in to nature?Unimetry is dependent upon the "Proof of One"/the Elliptical Constant, which is Natural in its origin.

Can you explain the concept of a pulsoid using Unimetry?Yes. Unimetry is the mathematics of the Pulsoid.

[ste]

Why is the path of gravity elliptical? If an orbit is elliptical, and an object such as a planet is one of the foci, then is there any significance to what is found at the other focus?

[Epsilon=One]

Why is the path of gravity elliptical?See: Kepler (www.CQthus.com/PT/Kepler).

If an orbit is elliptical, and an object such as a planet is one of the foci, then is there any significance to what is found at the other focus?Good question. When I was quite young, I pondered this question. I thought of it as sort of a "ghost" Sun with regards to the solar system orbits. I suspect this thinking is what eventually evolved to Pulsoid Theory.

The short answer which depends upon simple mathematics (geometry), see Kepler above, and logic is that the planet's orbit is elliptical about the star at a focus; therefore, there are two foci and one star.

Actually, the answer is quite complex and involved; and, it goes to the very core of Pulsoid Theory. It is necessary that you thoroughly understand why the dynamic, emergent ellipsoid is the source of all the characteristics of existence. Such an understanding is beyond what can be explained in this forum. Something like, this forum is no place for a complete demonstration of the powers of calculus.

Also, the answer lies in a thorough understanding of the force of gravity, which the Standard Models do not address. An understanding of the mathematics of Pulsoid Theory's Confluent Congruence (www.CQthus.com/PT/CC) (CC) and Relative, Hierarchic Compression (www.CQthus.com/PT/RHC) (RHC) should help.