Universal static boundary layers

The energy of or universe can be treated as a layered or graded black body radiator. The most convinent why to show this is to calculate heat capacity of the universe as a black body radiator. Temperature can be writen as dE/dS where E is the energy calculated from the pointing vector times the spacial distance of the layer at infinity or at the boundary. dE/dS = T^-1. So interms of life of these results we are scripted in terms of energy because of conservation. Due to complexity of the cube of the temperature for each layer and in particular the organic universal limit we are in thermal equilibrium with the highest order layer or grading. This is based on treating the boundary of energy at the maximum for our universe. The fact that there may be multiple extremes in the temperature profile of these boundaries an m-theory my be the result. This may arise in the distribution of space-time in terms of the moments of the distribution. There is a non uniform disribution of em radiation with compresion in the higherorder radiation like in the gamma wave band. Ie. GRBs ect. Coliders should show some sort of equilibrium with this boundary on temperature distributions. The moments of these distibutions are important to see if they are in a universal phase where the latent heat of fusion is constant or dynamic. Having a boundary mechanism is important for GUT because energy would be a constant for our universe. The perspective of a grading or layering scheme suggests that there is ordered symetry of our universe. Where the symetry first order layer would be consistent with first order particle superpositions. Ect. Through to high energy distributions. The energy of the gamma night sky for instance has a non uniform specific heat. It's symetry is consistent with creation of a type of particle because of thermal equilibrium on that waveband due to a boundary limit on our universe. That particle should have advancing decay lifetime due to the new life of our universe. This should be true of all of the layers. A layer produce a particle with a decay life time. Expect that each layer and particle be seperated by a latent heat of fusion such that each group of solid liquid gas contains one particle with a decay life time. The number of layers must be equal to the amount of particle abundance. Thus I propose a static layered boundary on energy for our universe which could contain a m-theory. A simple interpretation of this would be that the highest order complexity in our universe would be the living chemical boundary and thus an organic universal limit that all life must be in thermal statistical equlibrium. Like the metaclorian of Star Wars. So if you want you can call the boundary of our living universe in terms of energy as the metaclorian limit. Is this limit at highest energy as a function of space-time? Fiction science or science fiction? Astroparticle theory Dennis William Melton