Additional information
ISBN | 979-8-89248-398-8 |
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Author | Alexander SOIGUINE |
Publisher | |
Publication year | |
Language | |
Number of pages | 53 |
Geometric Algebra formalism opens the door to developing a theory replacing conventional quantum mechanics. Generalizations, stemming from changing of complex numbers by geometrically feasible objects in three dimensions, followed by unambiguous definition of states, observables, measurements, bring into reality clear explanations of weird quantum mechanical features. The three-sphere becomes the playground of the torsion kind […]
ISBN: 979-8-89248-398-8
€29.99
ISBN | 979-8-89248-398-8 |
---|---|
Author | Alexander SOIGUINE |
Publisher | |
Publication year | |
Language | |
Number of pages | 53 |
Geometric Algebra formalism opens the door to developing a theory replacing conventional quantum mechanics. Generalizations, stemming from changing of complex numbers by geometrically feasible objects in three dimensions, followed by unambiguous definition of states, observables, measurements, bring into reality clear explanations of weird quantum mechanical features. The three-sphere becomes the playground of the torsion kind states eliminating abstract Hilbert space vectors. The points evolve, governed by updated Schrodinger equation, and act in measurements on an observable as operators. Special kinds of states, wave functions, appear as solutions of Maxwell equation in geometric algebra terms. Its action on a g-qubit type observable gives the result of measurement element spreading through the three-dimensional space for all values of time parameter. A very convenient simulation scheme created, where the amount of simultaneously available space/time points of observable measured values, is only restricted by the overall available number of a GPU threads.