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Neural ensemble formation should be essential for cognition, but the neural basis of cognition is unclear in neuroscience or neurobiology. On the other hand, quantum mind and quantum cognition approaches find no logical unification due to the illogical nature of quantum theory. Based on a bipolar geometrical and logical unification of mind, light, and matter, quantum neurobiology is proposed for neural...
Extending a geometrical and logical unification of mind, light, and matter, a bipolar Quantum-Neuro-Fuzzy Associative Memory (QNFAM) model is proposed for equilibrium-based Quantum Cognition and Quantum Intelligence (QC&QI). It is argued that the brain is neither an electric power machine nor a digital computer, but a dynamic equilibrium of neuron ensembles of bipolar quantum agents. Thus, neuronal...
It is shown that an unexpected logical exposition of Dirac 3-polarizer experiment leads to a bipolar equilibrium-based geometrical and logical architecture for the unification of mind, light and matter. It is argued that, without light as a bridge, mind-matter unification would be impossible. An axiomatic proof is presented for the unification with an extension to Gödel's incompleteness theorems....
Based on YinYang bipolar fuzzy sets and bipolar quantum linear algebra (BQLA), information conservational bipolar quantum-fuzzy cognitive maps (BQFCMs) are proposed. It is shown that a relational BCM can be normalized to a bipolar quantum-fuzzy logic gate (BQFLG) matrix - the equivalent of a BQFCM for equilibrium-based business intelligence. Computability and applicability of BQFCMs are illustrated...
Based on YinYang bipolar relativity a complete non-linear bipolar symmetrical logical theory for coherent quantum interaction is presented that leads to equilibrium-based logically definable causality for quantum entanglement, teleportation, and cryptography with quantum-digital compatibility and an explanation to the hidden variable in the EPR paradox. It is shown with simulation that bipolar teleportation...
A paradox on Hilbertpsilas problem 6 is identified. To avoid the paradox, equilibrium-based YinYang bipolar sets and bipolar dynamic logic (BDL) are introduced. Bipolar quantum entanglement is defined. BDL leads to a bipolar axiomatization for physics. Applicability of BDL is discussed. Six conjectures in quantum physics and computational neuronotscience are posted.
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