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Resolution of Hardy’s Paradox within Spacetime Physics and the Ithaca Interpretation of Quantum Mechanics

Resolution of Hardy’s Paradox within Spacetime Physics and the Ithaca Interpretation of Quantum Mechanics
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摘要 By religiously adhering to physics in spacetime and taking the final verdict of N.D. Mermin’s Ithaca interpretation of quantum mechanics seriously, Hardy’s paradox is completely resolved. It is then concluded that logical and mathematically consistent physical theories must be put in spacetime related formalism such as noncommutative geometry and E-infinity theory to avoid quantum paradoxes. At a minimum, we should employ the philosophy behind consistent quantum interpretation such as that of the famous Ithaca interpretation of D. Mermin. By religiously adhering to physics in spacetime and taking the final verdict of N.D. Mermin’s Ithaca interpretation of quantum mechanics seriously, Hardy’s paradox is completely resolved. It is then concluded that logical and mathematically consistent physical theories must be put in spacetime related formalism such as noncommutative geometry and E-infinity theory to avoid quantum paradoxes. At a minimum, we should employ the philosophy behind consistent quantum interpretation such as that of the famous Ithaca interpretation of D. Mermin.
机构地区 Dept. of Physics
出处 《World Journal of Condensed Matter Physics》 2018年第2期23-29,共7页 凝固态物理国际期刊(英文)
关键词 Hardy’s PARADOX Mermin’s Ithaca Interpretation Hardy’s Quantum ENTANGLEMENT NONCOMMUTATIVE Geometry E-INFINITY Fractal-Cantorian SPACETIME GOLDEN Mean Number System Hardy’s Paradox Mermin’s Ithaca Interpretation Hardy’s Quantum Entanglement Noncommutative Geometry E-Infinity Fractal-Cantorian Spacetime Golden Mean Number System
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