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Imagination and real quantization
International Journal of Physics and Applications · 2022 · Vol. 4(1) · pp. 35–38
Abstract
The paper shows that the use of mathematical imaginaries, complex numbers, and even more so quaternions in the Quantum Theory to increase the dimension of solutions of one-dimensional equations is, in principle, incorrect. As a result, Einstein's condition was violated: SOME equations of Classical Physics can be rewritten in operator form. The use of correct multidimensional models makes it possible, using the example of the Harmonic Oscillator, to obtain the Planck-Einstein Quantization for da Broglie waves.
Computational Physics and Python ApplicationsScientific Research and Philosophical InquiryQuantization (signal processing)QuaternionEinsteinMatter waveHarmonic oscillatorPlanckDimension (graph theory)Theoretical physicsOperator (biology)Mathematics
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