Friday, February 8, 2019
Langlands
What I term of as being "Langlands," are non-abelian GSO eigenindices (a tense of non-abelian groups), that come together to work at helping to form a given arbitrary respective Legendre homology -- of which is here to bear a Khovanov geometry. Such a set of Langlands that operate, in so as to perform one specific function -- that thus behave as one respective group, are here to act as an overall homology-based eigenstate, thru a kinematic translation, that is kinetic at an external reference-frame -- in so as to help to move mass-bearing discrete energy, in a manner that is heuristic. I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
Posted by
samsphysicsworld
at
9:35 AM
Labels:
discrete energy,
external reference-frame,
Khovanov geometric,
kinematic translation,
kinetic,
Langlands,
Legendre homology,
mass-bearing,
non abelian groups
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