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This Concept Map, created with IHMC CmapTools, has information related to: Quantum Boolean intelligence, QUANTUM BOOLEAN INTELLIGENCE relies on the observations that a) WCW spinors cor- respond to fermionic Fock states b) Fermion Fock state basis spans a Boolean algebra. c) Superposition of many- fermion states with fixed total fermion number is consistent with super- selection rules defined by fermion number conser- vation d) In ZEO states are zero energy states with positive and negative parts of states having opposite fermion numbers. There- fore super-selection rule allows full superposition. (note that also in super- conductors coherent pairs of Cooper pairs correspond to this kind of state) e) In ZEO U-matrix has as "rows" M-matrices which are products of Hermitian square root of projection operator and unitary S-matrix., a) WCW spinor fields can be interpreted as stating "laws of phy- sics" coded to the structure of zero energy states b) With pairs formed by positive- and ne- gative energy parts of Fock states having interpretation as Boolean statements and their superposi- tions forming quantum Boolean statements analogous to qubits. implying that WCW spinor fields have interpretation as quantum Boolean statements about "laws of physics" and thus represent Boolean intelli- gence: matter reduces to correlates of Boolean thoughts., a) WCW spinor fields can be interpreted as stating "laws of phy- sics" coded to the structure of zero energy states b) With pairs formed by positive- and ne- gative energy parts of Fock states having interpretation as Boolean statements and their superposi- tions forming quantum Boolean statements analogous to qubits. implying that if Hermitian projection operator has rational ei- genvalues, the Boolean entanglement is negen- tropic. This is true for unitary entanglement matrices assignable to quantum computation., QUANTUM BOOLEAN INTELLIGENCE allows to consider also finite measurement resolution realized as inclusions of hyper- finite factors of type II_1 (HFFs) for WCW spinors. a) Coset spaces formed by including and included factors defines quantum analogs of finite- dimensional spaces defined by finite tensor powers of 2-spinors. b) This space has fractal quan- tum dimension expressible in terms of Beraha numbers. c) Quantum spinors and their tensor products would represent quantum version of Boolean logic with finite Boolean resolution., QUANTUM BOOLEAN INTELLIGENCE assumes that a) WCW spinor fields can be interpreted as stating "laws of phy- sics" coded to the structure of zero energy states b) With pairs formed by positive- and ne- gative energy parts of Fock states having interpretation as Boolean statements and their superposi- tions forming quantum Boolean statements analogous to qubits.
