The conclusion that the measurement of extremely small distances is physically impossible, which preempts continuity, was already considered by Leon Brillouin ca. 1956, and now is proved in this work, as well as reporting on new results including Galois fields as an exact calculation of physical quantities, the scalability of quantum computing and the unification of general relativity with quantum mechanics.
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The conclusion that the measurement of extremely small distances is physically impossible, which preempts continuity, was already considered by Leon Brillouin ca. 1956, and now is proved in this work, as well as reporting on new results including Galois fields as an exact calculation of physical quantities, the scalability of quantum computing and the unification of general relativity with quantum mechanics.
Read Less
