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Full-Text Articles in Physical Sciences and Mathematics
Yinyang Bipolar Quantum Geometry And Bipolar Quantum Superposition Part I—A Background Independent Geometrical And Logical Exposition Of Dirac 3-Polarizer Experiment, Wen-Ran Zhang, Francesco Marchetti
Yinyang Bipolar Quantum Geometry And Bipolar Quantum Superposition Part I—A Background Independent Geometrical And Logical Exposition Of Dirac 3-Polarizer Experiment, Wen-Ran Zhang, Francesco Marchetti
Department of Computer Science Faculty Publications
Bipolar quantum agent (BQA), bipolar quantum geometry (BQG) and bipolar dynamic logic (BDL) are introduced based on bipolar complementarity – a logical extension to Niels Bohr’s particle-wave YinYang duality principle. Complete geometrical background independence is proposed and BQG is proven completely background independent which leads to the notion of bipolar quantum superposition – an equilibrium-based logical approach to superposition. It is shown that the logical linearity of BDL can be unified with the physical nonlinearity of bipolar dynamic equilibrium. It is proven that a single polarized photon as a BQA can be logically channeled through the three polarizers in Dirac’s …