Curious6 said:
Doesn't string theory already include gravity naturally? I thought that this was one of the strong features of the theory.
When we examine how the relative strengths of the strong force and electroweak force behave as we go to higher and higher energies, we find that they become the same at an energy of about 1016 GeV. In addition the gravitational force should become equally important at an energy of about 1019 GeV.
http://www.sukidog.com/jpierre/strings/unify.gif
The goal of string theory is to explain the "?" in the above diagram.
http://www.sukidog.com/jpierre/strings/why.htm
It is very important to understand where this is located and from what perspective gravity is included.
For me, trying to comprehend Quantum gravity is to comprehend how we can quantize those gravity waves and this tells us about the events taking place in high energy considerations.
But I am looking for how this effect, is spoken too, in our current state of affairs. A look at the current universe. Why is gravity such a weak measure at this point?
So most definitely your point is well mark question, and from the layout, it should spark some recognitons for people to understand how this is so. You must understand the energy relation here to particle reductionism.
What relationship would you find to such particle and at what energy levels to discern it specific nature? Each energy determinatin has a resulting effect in what we perceive of gravity, and this is where my comprehension is failing.
Yet at such particle scale and energy considerations, there is a direct comparison to the state of affairs in the epochs of our universe. So looking back to the early universe you are also understanding the evolution of our standard model from a reductionistic point of view, but at this point , Planck length, we find the energy and gravity very extreme.
So I have given the two points of weak measure and high gravitational consideration here as a scale so that we can look at our universe.
By using this method, I can look at the Q<->Q measure and tell that this feature is scalable in relation to the way in which we percieve gravity. A length measure, from the high energy considertaions to the weak field measure of our current universe.
M1 to M2 and we learn to comprehend the metric field in which this measure extends and the dimensional significance of the length measure. This allows one to understand early universe events, and photon coupling in regards gravitational considerations. How would this reflected in this length measure?
http://theory.uwinnipeg.ca/physics/circ/img41.gif
You would have to know something about that gravitational field. This is the first clue to understanding dimensions and the hyperdimensional reality for me.
I tried a way to conceptualize this in my mnd, and what I found is the relationship I saw to displacement in mass measure. This would be like stepping into a bathtub and seeing how high the water rises, we have this indication.
But imagne if you were able to fit inbetween these spaces of water constituents and the water level did not rise ( this statement is support by a perspective that I have long held and have quoted numerous times)?
As absurd as this sounds, I was tryng to find a way around the current measure thinking in regards to fm measure(m1 to m2) currently assumed. This is a failure for consideration, so it must be approached from a different angle and why I thought of displacement.
I am always open for corrections. I did not get this far without them.