TITLE:
Parallelizable Calculation of Observables Values on Analog Quantum Computer
AUTHORS:
Alexander Soiguine
KEYWORDS:
Geometric Algebra, Wave Functions, Entanglement, Maxwell Equations, Three-Dimensional Sphere, States, Observables, Measurements, GPU, Multithreading, OpenCL
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.12 No.7,
July
17,
2024
ABSTRACT: The superiority of hypothetical quantum computers is not due to faster calculations but due to different schemes of calculations running on special hardware. The core of quantum computing follows the way a state of a quantum system is defined when basic things interact with each other. In conventional approach it is implemented through tensor product of qubits. In the geometric algebra formalism simultaneous availability of all the results for non-measured observables is based on the definition of states as points on three-dimensional sphere.