Quantum Information and Computation IV

Eric Donkor, Andrew R. Pirich, Howard E. Brandt

Tsuyoshi Tohi

R-layer Mode Theory (RLMT), This volume establishes Quantum Information Tunnel Computing (QITC), an engineering framework derived from the R-layer Mode Theory (Volumes 0–IV). QITC replaces physical wiring with nonlocal information tunnels generated through AUP/MUP access to higher-dimensional R-layers. As a result, CPU–RAM distance becomes effectively zero, memory becomes globally unified, and communication no longer depends on electromagnetic propagation. This enables: zero-distance CPU–RAM access planetary-scale Unified Memory Space (UMS) real-time deep-space probe control planetary-scale distributed computation nonlocal operating systems and nonlocal processes The volume presents: the mathematical structure of information tunnels QITC node architecture (LPU, LMU, TIU, RSU, TAM) engineering specification of the QITC-0 prototype nonlocal kernel (NL-Kernel) design applications to space exploration and Earth infrastructure safety, control, and ethical considerations civilizational implications of nonlocal computing Volume XXXIV represents the engineering apex of the R-layer Mode Theory, bridging the theoretical foundations (Volumes 0–IV) and the civilizational synthesis developed in Volume XXXV.

D. A. Slavnov

A computer model of a qubit is constructed. We have considered a number of key experiments in the physics of quantum information: (1) the distribution of value of quantum observables for a single qubit, (ii) correlation functions in a quantum singlet state of two qubits, (iii) the Einstein-Podolsky-Rosen paradox, (iv) the violation of the Bell inequality, (v) quantum-state teleportation, (vi) and the fidelity of teleportation. In all these cases the proposed model regularly reproduces results of quantum measurements without the use of adjustable parameters.

Eric Donkor, Andrew R. Pirich, Howard E. Brandt

Eric Donkor, Michael J. Hayduk

哲夫 小寺, Tetsuo Kodera