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jal
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CONGRATULATIONS TO Martin Bojowald!
http://arxiv.org/PS_cache/arxiv/pdf/0704/0704.1137v1.pdf
Lattice refining loop quantum cosmology, anisotropic models and stability
Martin Bojowald∗
09 April 2007
Standard Theory SU(3)xSU(2)xU(1).…. String …. Have not done it. He is the first to address the Inverse Square Law.
The same principle applies to the all/any curved space. You got to add new vertices as the volume increases and you get farther from the center of gravity.
Eventually, someone will explain where the vertices come from and where they go.
jal
http://arxiv.org/PS_cache/arxiv/pdf/0704/0704.1137v1.pdf
Lattice refining loop quantum cosmology, anisotropic models and stability
Martin Bojowald∗
09 April 2007
Such lattices are in general refined by adding new vertices when acting with the Hamiltonian constraint.
It has a vertex number proportional to volume, which is a limiting case not realized by known full Hamiltonian constraints, and puts special emphasis on geometrical areas to determine the vertex number.
Standard Theory SU(3)xSU(2)xU(1).…. String …. Have not done it. He is the first to address the Inverse Square Law.
The same principle applies to the all/any curved space. You got to add new vertices as the volume increases and you get farther from the center of gravity.
Eventually, someone will explain where the vertices come from and where they go.
jal
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