Drawing Plane and Coordinate Systems More information is given here in Wiki.

There is no "distance" separating cosmological events, from the cubic centimeter in the corner of the room? I have to tell you why I see this, and what lead me to conclude such a thing. As I relay at bottom of page, this will be the subject of the next posted thread.

Imagine spreading such malicious comments as those in bold below?:)

**Brian Greene**

Sure. One of the strangest features of string theory is that it requires more than the three spatial dimensionsthat we see directly in the world around us. That sounds like science fiction, but it is an indisputable outcome of the mathematics of string theory. So the question is, where are these extra dimensions?One suggestion is that they're all around us, but they're small relative to the dimensions that we directly see and therefore are more difficult to detect.

I guess the link to source is good enough sometimes but not the page with which the url exists?:)

Sometimes all it takes is a concept to fuel the direction with which we might presume to deal with this world of the spacetime fabric. Brian Greene surmizes, and in a synoptic mode aligns our view for consideration, or a Lee Smolin, in developing Three roads, previews quantum gravity approaches for consideration. This "lineage", is developed in this sense.

The Fabric of the Cosmo, by Brian Greene, is a good source for inspiration, on my "The Fifth Dimension, is the Spacetime Fabric." I am gone in a whisper, and advancement is placed for those who will exceed our limitation in how we percieve the world. This is the way it has always been. On and upward.:)

Good people like Gerard t'Hooft help direct our attention in a most appropriate way, even amidst the ramble of rejection of any theoretical position. Once the comment is established, then indeed we move ahead to wonder and draw the conclusions we do, with a whole page of such reasoning. This whole blog is filled with this central idea.

Imagine molecules in the corner cubic centimeter of the room( nice visulaization for a strting point), and all that exists in this space is contained, all, the information of the universe at large? Would I have triggered ideas in the notion that Pierre Auger seen something unusual in cosmic interactive features of our current earth, as a playing field for particle reductionism? In face of LHC and all the wonderful toys that have been produced to extend vision in a reductionistic world? You have to remember John Ellis here, is how I ascent to views in these two different ways.

**Gerard t' Hooft**:

The predominant force controlling large scale events in the Universe is the gravitational one. The physical and the mathematical nature of this force were put in an entirely new perspective by Albert Einstein. He noted that gravitation is rooted in geometric properties of space and time themselves. The equations he wrote down for this force show a remarkable resemblance with the gauge forces that control the sub-nuclear world as described in the previous paragraph, but there is one essential difference: if we investigate how individual sub-atomic particles would affect one another gravitationally, we find that the infinities are much worse, and renormalization fails here. Under normal circumstances, the gravitational force between sub-atomic particles is so weak that these difficulties are insignificant, but at extremely tiny distance scales, of the order of 10-33 cm, this force will become strong. We are tempted to believe that, at these tiny distance scales, the fabric of space and time is affected by quantum mechanical phenomena, but exactly how this happens is still very mysterious. One approach to this problem is to ask: under which circumstance is the gravitational force as strong as it ever can be? The answer to this is clear: at the horizon of a black hole. If we could understand the peculiar physical phenomena that one expects at the horizon of a black hole, and if we could find a meaningful description of its quantum mechanical laws, then perhaps this would open up new perspectives.

Smolins interpretive stance of the blackhole horizon( glast determnations fuel this venture into recognition of a discrete approach to measure,) in what is emitted on a cosmological scale. Others who paved the way for this horizon problem, take us back, Hawking, to the pre-established roads to wonder, where today does subject sit? How well in minds has this conclusion played out, that we have ventured forth in a wonderful way to approach this in such a theoretical fashion. That only "pure thought", mathematics, could have paved the way of where physics will continued on in physical interpretation.

I will introduce the idea of this "membrane analogy in the cubic centimentor:)" for further consideration, shortly after I attend to getting wood fuel for the winter months today.

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