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res3ia (reverse Entropy Singularity - Infinitely Asymmetric)

Labels: asymmetry, entropy, geometry, infinity, information, mathematics, physics, res3ia, singularity, symmetry

res3ia

A research project aimed at finding a mathematical route to enable unification of the physical theories of general relativity and quantum theory was embarked upon from an entirely new perspective. The breakthrough came in the form of a unified mathematical structure, that by its nature, would transcend the accepted view of symmetry and asymmetry. Known as res3ia, it was claimed to have delivered the necessary mathematical tools for uniting all the forces of nature.

http://209.85.229.132/search?q=cache:OL5MFa9U_DkJ:enigma-res3ia.blogspot.com/+res3ia&cd=25&hl=en&ct=clnk&gl=uk

The res3ia discovery - Potential implications for theoretical physics

Many mathematicians have contributed to our current understanding of symmetry, and the theory of symmetry groups is of tremendous importance in many areas of science and mathematics. In contrast, I have made no contribution whatsoever to the field of symmetry or symmetry groups. I suppose my position is that of an interested third party, in relation to the concept of 'geometric counterpoise'. A few years ago, a curious article appeared on the discovery of a previously unknown structure. It was referred to as res3ia (Reverse Entropy Singularity - Infinitely Asymmetric). The '3' denotes the underlying symmetry. Although this codename would become somewhat mysterious, it represented the notional existence of a mathematical structure that is both symmetric and asymmetric. A primordial structure, balancing symmetry and asymmetry through infinite complexity. The state of 'geometric equipoise' maintains a beautifully simple mathematical relationship from the perspective of infinity. Theories aimed at unifying quantum mechanics with general relativity tend to invoke discrete symmetry groups as part of their mathematical description of reality. Furthermore, the occurrence of infinity or its reciprocal (zero) in any proposed equations, is viewed as an indication that the respective theories require modification. The idea that a mathematical description of reality could involve not only non-finite symmetry, but an infinitely self-propagating structure in which symmetry is 'counterpoised' by asymmetry, is contrary to the prevailing wisdom of theoretical physics.

res3ia

A vacuous truth of mathematics (technical term encountered in the field of logic). For an infinite set of lattice points, there exists a geometrical structure that is both symmetric and asymmetric. A mathematical impossibility for any finite system, no matter how large the set of points. However, in the unrestricted case where the set can be infinitely large, it was asserted that the impossibility of realising such a unified structure no longer applies. To this day, it is still unknown as to how the problem might be addressed.

res3ia

Strange mathematical concept that was claimed to hold the key for unlocking the barrier to a unified theory of physics, at its most fundamental level

The res3ia enigma

On 9th August 2006, the following communication appeared on the web. It was part of a series of items on the res3ia discovery. This was not the first appearance of the mysterious subject. The term res3ia made its initial entrance in 2005, although the article has long since vanished. A situation that repeated itself with most of the items published on the web during 2006, the period corresponding to the main series of articles. Today only a very small part of the original collection remains.

The Most Intractable Problem

Symmetry manifests itself in various ways - not all of them are obvious. Sometimes, in mathematics and indeed the rest of science, in order to make any headway what is needed is a completely different perspective. In a situation such as this, getting it partly right would not do. Any proposed line of attack and subsequent model would be either correct or incorrect, and nothing in between. It would have to be the real thing. The required line of attack was one that would hopefully provide the theoretical physicists with the necessary mathematical tools to forge a unified theory - one that would finally encompass gravity. One's intuition would need to be stepped up several gears for this one.

From the outset, he had the self assurance that it was simply a matter of perspective. The problem needed to be looked at in a way that no mathematician had ever considered. Moreover, there would have to be a good reason why previous mathematicians had not considered it. He was sure this aspect was a vital clue, and it enabled him to direct his energy along fruitful lines. Many of the best theoretical physicists and mathematicians had battled with this problem. There are many reasons why certain mathematicians achieve insight to a given problem when others miss it entirely. It is not always a matter of who is more knowledgeable or more clever. Other factors can come into play, such as mathematical style and the mathematician's temperament. All of these factors were well known and yet the problem had remained unsolved.

Modern mathematics has many powerful and sophisticated tools at the disposal of researchers. Mathematicians have been able to apply these methods to yet more unsolved problems, and so the number of theorems has grown - each one building on the entire edifice of accepted mathematical truths. The entire body of mathematical knowledge so far developed was huge, and certainly impressive in the eyes of the mathematicians themselves. This latter aspect was of the utmost significance to him. Whether it is mathematics or anything else, whenever human beings are too mindful of a pre-existing body of knowledge, expertise of others, or even the thought that previous workers were more able, there is a tendency for one's full creative potential to be weakened.

res3ia - The infinite path to reality

In the early years of the millennium, a research project aimed at finding a mathematical route to enable unification of the physical theories of general relativity and quantum theory was embarked upon from an entirely new perspective. The breakthrough came in the form of a unified mathematical structure, that by its nature, would transcend the accepted view of symmetry and asymmetry. Originating from a relatively simple set of mathematical precepts based on first principles, the allowed degrees of freedom would give rise to a structure that had never been seen before. An infinitely self-propagating structure that encompassed infinite complexity and information content, while from the perspective of infinity the overall geometry was simple, and reflected the fundamental domain of the intrinsic underlying template. Known as res3ia, it was claimed to have delivered the necessary mathematical tools for uniting all the forces of nature into a single force that existed at the point of creation. As to when the discovery will be incorporated into a future physical theory, time alone will tell. res3ia. A seemingly impossible concept

For some time now, I have been interested in a field of study that relates to symmetry. The relationship between symmetry and asymmetry is a fascinating one, and many a spare hour of my time has been taken up in one way or another, delving into this abstract world. Occasionally I try to convey the ideas in a non-technical way, in the form of short poems. Even if one is not "into" this field, I believe it is still possible to share such ideas without having to resort to the traditional notation of mathematics. That was the reason for creating this myspace page. Essentially this was research into the nature of mathematical beauty. A conceptualised mathematical structure of "ultimate beauty" was described. A unified geometrical structure that is both symmetric and asymmetric. It was referred to as..

The res3ia Discovery

One by one the steps unfolded, A symmetry beyond all human understanding. The infinite template opened up, With no step ever repeating its previous path.

The hidden structure never seen, Without a guiding hand until the end of time. A sight that would haunt any man, Symmetry and asymmetry as one.

Poet Resthreeia

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