Monday, June 24, 2019
Part Three Of Varying Pulse Of Obifold Eigenset
The variance of the pulse of an orbifold eigenset, is said to be homogeneous, if the flow of both the metric and the Lagrangian-related cohomology-related eigenindices, that are thence formed, are to work to bear a smooth translation of topological sway, and, if the directoral-related impetus of such a smooth translation, is to work to bear an even keel of angular momentum-related transference -- over a proscribed evenly-gauged Hamiltonian eigenmetric. Sincerely, Sam Roach.
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samsphysicsworld
at
11:08 AM
Labels:
cohomology,
eigenindices,
eigenset,
Hamiltonian eigenmetric
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