Universe-Based Translation

If one were to utilize a certain given arbitrary Hamiltoian Operator as a physically functionable Jacobian-group attractor, one may be able to translate an orbifold or an orbifold eigenset that may here act as a given arbitrary physical space into an orbifold or an orbifold eigenset that belongs to a specific other given arbitrary universe.  So, one may here consider one orbifold or orbifold eigenset that may here belong to our universe.  Now, consider a different orbifold or orbifold eigenset that in this given case belongs to a completely different universe.  Consider what Jacobian eigenbasis would be able to translate the initial said orbifold or orbifold eigenset from belonging to the initially mentioned universe into belonging to the universe that the second said orbifold or orbifold eigenset belongs to.  Here, the given said physical holonomic substrate that works upon the initially mentioned physically-based space is then the directly associated Hamiltonian Operator.  The process of the translation of one physically denoted space into belonging to a different universe -- so that both of the mentioned eluded to spaces will here be of the same universe -- is here the directly associated Hamiltoian Operation.  The space in which the said translation of a physical entity translating from one universe to another is here the given arbitrary Hamiltonian Operand.  This is a rather unique cased of Hamiltonian-basesd Jacobian eigenbases.  Hamiltonian-based Jacobian eigenbases normally instead work to relate physically oriented spaces that are of the same universe.  This is a little bit of food for thought.  I will continue with the suspense later!  Sincerely, Samuel Roach.