The Geometric Algebra Structure for Supercomputing

I do stress that the following is not a generalization of quantum mechanics as it is. It is a theory based on different mathematical structures and different physically meaningful definitions. Thus, I am trying to keep off such poor terminology like “hidden variables”, “system in a state”, “quantum computing”, maybe some more. Instead of speaking about “quantum computing” the corresponding computational area will be identified as Geometric Algebra Supercomputing, with the acronym GASC. I address with my work to those who are not brainwashed by N. Bohr and his adepts into thinking that the question of quantum mechanics is solved, and to young brave students not zombied-out yet with Hilbert space formalism of quantum mechanics and not being afraid to be considered as heretics, pariahs by the physicists’ majority. I do also encourage all of them by saying that physical phenomena are happening in real world not in Hilbert space. It is also good to remember Max Planck’s words: “A scientific truth does not triumph by convincing its opponents and making them see the light, but rather because its opponents eventually die, and a new generation grows up that is familiar with it”.