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Re: Doing the Bose Nova

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Posted by Ramanujan12 on September 22, 2003 at 14:04:14:

In Reply to: High Energy in String Events posted by sol on September 22, 2003 at 06:17:55:

This reminds me of the super-symmetry idea for orbifolds. Quark and gluon density may instaneously emerge from the super-instantaneous "gluing" of 5-dimensional ultra-violet spectral densities in the dynamics of orbifolds. Maybe this spotaneous emergence is pairwise to the e+e- energies of the vacuum, as a reconfiguration of what appears to be the colisions between photon energy states. And in astrophysical domains: neutron colisions in the form of braid orbits. This would mean that there is a kind of inverse cycle for the distance and scaling between macro and micro (neutron stars and Dirac spinors).

This instantaneous occurence may be a product of a 5-dimensionally symmetric vacuum topology, I assume this to be a consequence of actions on orbifolds from the 6th-dimension. However the actions of the orbifolds and the snapping phenomena's "instantaneous gluing resolution" from the 6th-dimension, could be attributed to the discrete/ continuous metrical fractions upon certain modules of ultra-high density between the (d)5-dimensional and (k)6-dimensional extensions as d+1:k-1 where : represents the resoance flow ratio. Perhaps via some pairing process other than string interations in E8xE8. Small perturbations between gluons and quarks could be facilitated more smoothly if we deffine the orbital configurations as intersections on hyperbolic, cycle-preserving manifolds. This could equate with the instantaneous generation of wormhole-numbers emerging as instant creations of the fractal-emersive flow-instability between dimensions 5 and 6, configuring the dual energy constants. Strongly coupled particles and their energy lattices might be overflows of density occuring in the manifold itself that are ultra violet, and these spectra could be functions of temporal disorder as if

√-1 | k/ M-->πu D(1236)ƒF-t+1| on E1∑E2

where k is the dimension of M's instability, π is a symplectic manifold of "integrabley overflowing from it's dimension" as the "supernova map" is a fraction of a sum of partial fractions modified in time t as the line integral of ƒF-1, the stabilized holographic fiber. ƒF-1 is the k-dimensional interval for energy escape via the wormhole delta state (4/5-dimensional interval) which overflows into R3 from C6 (6-dimensional √-1 disorder). The d-1 line integral for intersections on M is the simplex of the wormhole where C6 is emersed in the manifold M of k. The ƒF1- fiber is the delicate internal structure of the wormhole as well as the manifest "hairline" where the density overflow factor produces it's own perturbative maps: orbital invariance to inversive time transformations in C6.



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