Authors: Jerry L. Decker
A theory is published for partition of vacuum energy into different types of energy that oppose each other in control of curvature in space. Both general relativity and quantum field theory are accommodated by allowing the energy in space to be large, but finite while the cosmological constant is small. Partition puts a limit on the energy in vacuum space, large enough for quantum mechanics, but not infinite. An argument is made that part of the energy can be borrowed according to Heisenberg Uncertainty, but must be repaid promptly one way or another. The result leads to modification of polarizable vacuum theory.
Comments: 9 Pages. Putting a theoretical limit on vacuum energy
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