# The Delta Number

Table of Contents

**Subtitle: **How the Delta Number Replaces the Cosmological Constant

**Introducing the Delta Number**

In post-modern physics, there is a very important factor referred to as the delta number. The importance of the delta number cuts across the atomic and the non-atomic worlds. So, the delta number is not just a number, it is an all-inclusive concept.

This simple factor takes different values, and in fact, the delta number is to be understood based on the triune interpretation of natural phenomena. So, in this article, I will be showing you the triune interpretation of the delta number based on the three variants of motion.

Now, according to the three variants of motion, the delta number has three possible values (or interpretations). So, let me briefly remind you of the three variants of motion in the universe.

The first variant of motion is the uniform motion of ponderable bodies, the second variant of motion is the accelerated motion of ponderable bodies, and the third variant of motion is the accelerated motion of electrical bodies.

So, in order to have an encompassing understanding of the delta number, we have to understand its appropriate values for the uniform motion of ponderable bodies, the accelerated motion of ponderable bodies and also for the accelerated motion of electrical bodies.

So far, I have not really defined the delta number. Now, let me give you the basic definition of the delta number. Basically and according to post-modern physics, the delta number is the ratio of either of the two non-mechanical waves for two different frames (like frame * K* and frame

*). You will understand this definition of the delta number shortly.*

**K’**The delta number is the ratio of either of the two non-mechanical waves for two different frames.Click To Tweet

The delta number is a factor that arises directly from the theory of absolute relativity and cannot proceed from any other conceptual framework. Let’s now move into the simple mathematical representation of the delta number which I have defined as a ratio.

The delta number emerges as a ratio in the derivation of the five transformation factors of absolute relativity. So, taking note of how the delta number will be differently presented for the three variants of motion in this article, let’s first consider the delta number for the first variant of motion in which one ponderable body is at uniform rest and the other is in uniform motion.

**The Delta Number for the First Variant of Motion**

When dealing with the first variant of motion, which is the uniform motion of ponderable bodies, the governing non-mechanical wave is light or the electromagnetic wave and not the gravi-electromagnetic wave.

So, for two frames where one is frame ** K** at uniform rest and the other is frame

**in uniform motion, the delta number becomes, according to absolute relativity, the ratio of the inertia (and not the speed) of light between frame**

*K’**and frame*

**K***. Thus, we have that,*

**K’**I should also remind you that in the above expression, we are looking at light as the least resistance to uniform motion, or as the limit of inertia for uniform frames. This is one of the absolute nature of light I usually talk about.

The above informs us that for all uniformly moving ponderable bodies the delta number always equals one. This is a very important result, and though you will find the delta number in Einstein’s special relativity, however, its importance is not recognized. You will soon find out why I had to recognize and conceptualize this number.

For all uniformly moving ponderable bodies the delta number always equals one.Click To Tweet

**The Delta Number for the Second Variant of Motion**

When dealing with the second variant of motion, which is the accelerated motion of ponderable bodies, the governing non-mechanical wave is the gravi-electromagnetic wave and not light or the electromagnetic wave.

So, for two frames where one is frame ** K** at accelerated rest and the other is frame

**in accelerated motion, the delta number becomes, according to absolute relativity, the ratio of the inertia of gravi-electromagnetic wave between frame**

*K’**and frame*

**K***. Thus, we have that,*

**K’**The above sign ≠_{n} means “does not always or necessarily equal”. It’s a mathematical sign I learnt somewhere on the internet.

I should also remind you that in the above expression, we are looking at gravi-electromagnetic wave as the limit of inertia for accelerated motion. This is one of the absolute natures of gravi-electromagnetic.

Gravi-electromagnetic wave and not light is the limit of inertia for all accelerated frames. This is a great truth being revealed to us by post-modern physics. There are two traffic limits in the universe according to the two kinds of motion in the universe which are uniform and accelerated motions.

Gravi-electromagnetic wave and not light is the limit of inertia for all accelerated frames.Click To Tweet

The above informs us that for all accelerating ponderable bodies the delta number does not always equal one. It can be lesser or greater than one and may even be equal to one in certain cases.

While the delta number for the second variant of motion can equal one, it is a rare case in the natural universe. The above result of the delta number for accelerating ponderable bodies has important consequences in the universe.

For all accelerating ponderable bodies the delta number does not always equal one.Click To Tweet

We know that the delta number for uniformly moving ponderable frames equals one and is constant because the inertia of light is the same for all uniformly moving ponderable frames, but this is not the case for accelerating ponderable bodies because the inertia of gravi-electromagnetic wave cannot be constant for all accelerating ponderable frames.

This is why the inertia of gravi-electromagnetic wave for frame * K* and frame

**are represented differently. The inertia of gravi-electromagnetic wave for frame**

*K’***is represented in the numerator as**

*K’**u’*while the inertia of gravi-electromagnetic wave for frame

**is represented as**

*K**u*.

_{o}And when I refer to the new fact that the inertia of gravi-electromagnetic wave cannot be constant, I am referring to the fact that the inertia of gravi-electromagnetic wave varies because of the new principles of absolute relativity.

Absolute relativity forbids the constancy of the inertia of gravi-electromagnetic wave for the second variant of motion in the universe. This has nothing to do with the possible variation of the inertia of gravi-electromagnetic wave due to its propagation in accelerated space.

It has now become common practice to represent gravi-electromagnetic wave by the letter u and its variations in post-modern physics. In post-modern physics, we have really moved beyond the idea that light is the only non-mechanical wave in the universe.

It has now become common practice to represent gravi-electromagnetic wave by the letter u and its variations...Click To Tweet

We are now investigating the second non-mechanical wave in the universe which is the gravi-electromagnetic wave and how it governs accelerated motion in the universe. And the delta number is a crucial factor that shows us how both the electromagnetic wave and the gravi-electromagnetic wave govern motion.

**The Delta Number for the Third Variant of Motion**

While the first two variants of motion discussed above keep us in the ponderable universe of large or non-atomic bodies, the third variant of motion which is the accelerated motion of electrical bodies takes us into the atomic world.

And just as gravi-electromagnetic wave governs the accelerated motion of ponderable bodies, it also governs the accelerated motion of electrical bodies. I want you to know today that in the relativistic description of all accelerated motion, gravi-electromagnetic wave and not light plays the crucial role.

So, for two accelerated frames in the atomic world, where one is frame ** K** at accelerated rest and the other is frame

**in accelerated motion, the delta number becomes, according to absolute relativity, the ratio of the inertia of gravi-electromagnetic wave between frame**

*K’**and frame*

**K***. Thus, we have that,*

**K’**The above informs us that for all accelerating electrical bodies the delta number always equals one. Absolute relativity permits the constancy of the inertia of gravi-electromagnetic wave for the third variant of motion in the universe.

You will notice that for all three descriptions of the delta number for the three variant of motion I have applied the term “inertia” and not “speed” or “acceleration” to light and gravi-electromagnetic wave. This is simply because this article is based on absolute science without reference to relative science.

Now, the above is a very important result which is in harmony with the result of the delta number for uniformly moving ponderable bodies already discussed or presented above. I want you to know about this very significant relationship.

The fact that the delta number for the first and third variants of motion always equal one is very fundamental to post-modern physics. It shows us the underlying relationship between the uniform motion of ponderable bodies and the accelerated motion of electrical bodies which has been captured by the second correspondence principle.

**Crucial Discussion **

This brings us to the crucial discussion centred around the relationship between the delta number and the three principles of motion. I really want you to follow me attentively as I discuss the metaphysical significance of the delta number.

For the first variant of motion, which is the uniform motion of ponderable bodies, we have that the delta number equal one, and we know from post-modern physics that the first variant of motion is governed by the absolute principle of inertia. Holding this thought let’s now move to the second variant of motion.

For the second variant of motion, which is the accelerated motion of ponderable bodies, we have that the delta number does not always equal one, it can be greater than or less than one. And we know from post-modern physics that the second variant of motion is governed by the weak phase of the absolute principle of non-inertia.

Now, when we move over to the third variant of motion, which is the accelerated motion of electrical bodies, we have that the delta number always equals one. And we also know from post-modern physics that the third variant of motion is governed by the strong phase of the absolute principle of non-inertia.

So, considering the three possible values of the delta number above, we realize that there is a connection between the value of the delta number for uniformly moving ponderable bodies and its value for accelerating electrical bodies, which is that for both variants of motion the delta number equals one.

This relationship is corroborated by the second correspondence principle which informs us that the absolute principle of inertia and the strong phase of the absolute principle of non-inertia are similar or correspondent.

This relationship can be written mathematically as,

The above can be taken as the simple mathematical form of the second correspondence principle in the universe. The delta number *δ _{o} *for the second variant of motion, which is the accelerated motion of ponderable bodies does not always equal one, so it is not included in the above expression.

So, the investigation of the delta number shows us how the operations of the non-atomic world of ponderable bodies are similar or correspondent to the operations of the atomic world of electrical bodies.

The delta number, if properly understood would prove to underpin our understanding of the universe. The above first three equations which give the values of the delta number for the three variants of motion is a sort of mathematical code which sums the operations of the entire universe.

As post-modern physics progresses, we will find that we can make a clear interpretation of a phenomenon by simply saying “remember the delta number equals…”. The delta number is of utmost significance to post-modern physics.

The delta number applies to fundamental phenomena and one of such phenomena is the precession of the orbits of heavenly bodies. I have discussed the delta number and its effects on the precession of orbits in the article below. I really want you to read it and as well get my treatise on The Theory of the Universe for a complete understanding.

The delta number is an important factor when describing certain phenomena like simultaneity, the invariant interval, the absolute quantities etc. The delta number runs through all of post-modern physics and absolute relativity.

The delta number is present in modern or Einstein’s special relativity but it is not recognized because it just equals one. However, it is recognized in post-modern or absolute relativity because we come to realize that this number does not always equal one.

There is a case where it becomes different from unity as explained above, and for this reason, the cases where the delta number equal unity become special cases. Understanding of these special cases reveals to us that when the delta number equals one, then it is impossible to sense inertia.

When the delta number equals one, then it is impossible to sense inertia.Click To Tweet

The pervasive non-sensation of inertia when the delta number equals one is an important experiential significance of the delta number. The fact that ponderable bodies in uniform motion and electrical bodies in accelerated motion cannot sense inertia is underlyingly related to the fact that the delta number always equal one for these two cases.

However, we find that for accelerating ponderable bodies, the non-sensation of inertia is not pervasive There are certain conditions ponderable bodies in accelerated motion sense inertia and there are certain conditions when they do not sense inertia.

This non-pervasive non-sensation of inertia for ponderable bodies in accelerated motion or for the second variant of motion is underlyingly related to the fact that the delta number does not always equal one.

When the delta number does not equal one, then it is possible to sense inertia. Please, you must understand these things. You must understand how the delta number is intimately connected to the sensation and non-sensation of inertia.

When the delta number does not equal one, then it is possible to sense inertia.Click To Tweet

The delta number and its different values presented above give us a contracted understanding of the cosmos, and this is why I have written this article to discuss it. As post-modern physics advances, the delta number would find increasing relevance in our understanding of the universe both cosmologically and atomically.

The delta number has the same relevance in post-modern physics, just as the cosmological constant has relevance in modern physics. The delta number for the second variant of motion always takes a value which is close to one. The delta number is never far from unity, just like the cosmological constant is never far from zero.

However, these non-unity values of the delta number, whether they are greater than or less than one has immense significance for our understanding of the expansion and contraction of the ponderable universe. All these can be found and deduced in The Theory of the Universe.

In modern physics, the cosmological constant is the important factor that determines the expansion and contraction of the universe. But in post-modern physics, it is the delta number that is the crucial factor that determines the expansion and contraction of the universe.

Both crucial numbers emerge from two different conceptual frameworks. While the cosmological constant emerges from general relativity which gives us a Riemannian geometrical description of the universe, the delta number emerges from gravi-electrodynamics which gives us a Euclidean geometrical description of the universe.

In this post-modern era, gravi-electrodynamics is emerging as the replacement of general relativity. Gravi-electrodynamics is displacing general relativity as a better theory which describes the relativity of accelerated motion.

What am I trying to inform you? I am informing you that the delta number is the post-modern replacement of the cosmological constant. And unlike the cosmological constant, the delta number gives us a more fitting description of the cosmos. The delta number plays a crucial role in the balancing and fine-tuning of the universe.

The delta number is the post-modern replacement of the cosmological constant.Click To Tweet

For as long as post-modern physics continues, the delta number will play a crucial role in our understanding of the universe just like the cosmological constant. The delta number has both local and global effects which are derived from absolute relativity.

The local effect of the delta number deals with how the delta number applies to the direct relativistic effects of the motion of bodies, while the global effect of the delta number deals with how the delta number applies to the invariant interval. The global effect of the delta number is what is important in cosmology.

I really hope to discuss the local effect and especially the global effect of the delta number in one of my future articles. Also, it is very important to know that the delta number, unlike the cosmological constant, is intimately connected to the three variants of motion and consequently the three absolute principles of motion.

**Summary**

In summary, this article has brought to your notice a very important and fundamental factor in post-modern physics which is the delta number. This number underlies post-modern physics, and from now on you will see me refer to it in my articles.

For the subtle universe!

Until next time.

– M. V. Echa