The Double Rotation as Invariant of Motion in Quantum Mechanics

Dainis Zeps


Quantum mechanics may loose its weirdness if systematically geometric algebra methods would be used more. Crucial aspect is to find laws of quantum mechanics be present in macroworld in the form of description of motions rather than objects. To help to reach this goal we suggest to use double rotation as one of the basic invariants in quantum mechanics. We suggest to consider geometric algebra as algebra of motion and double rotation specifically.

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