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Resonance

The fundamental idea of wave mechanics

Erwin Schrödinger

Published Feb 1, 1999• 24 citations
Publisher
DOI
10.1007/bf02838770

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Conclusions: Concept of Interpretation and Necessary Further Elaborations

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This concluding chapter of the book presents some key concepts discussed in the book. Scale Relativity Theory (SRT) is a necessary theory of interpretation. With the advent of wave mechanics, the interpretation has been established as a necessity within the core of physics itself. Even if it is possible to eliminate the wave mechanics from our knowledge, the interpretation still cannot be eliminated. The fundamental feature of the concept of interpretation turns out to be the idea of freedom of particles: the wave function is referring to an ensemble of free particles. The approach of the interpretation concept, whereby the wave function is interpreted by ensembles of Hertz free particles, and the potential of forces describes implicitly these forces, is a natural situation according to the very idea of quantization of the wave mechanics. In hindsight, this interpretation warrants the Laurent Nottale’s approach of SRT by geodesic motions description of a fractal fluid.

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This concluding chapter of the book presents some key concepts discussed in the book. Scale Relativity Theory (SRT) is a necessary theory of interpretation. With the advent of wave mechanics, the interpretation has been established as a necessity within the core of physics itself. Even if it is possible to eliminate the wave mechanics from our knowledge, the interpretation still cannot be eliminated. The fundamental feature of the concept of interpretation turns out to be the idea of freedom of particles: the wave function is referring to an ensemble of free particles. The approach of the interpretation concept, whereby the wave function is interpreted by ensembles of Hertz free particles, and the potential of forces describes implicitly these forces, is a natural situation according to the very idea of quantization of the wave mechanics. In hindsight, this interpretation warrants the Laurent Nottale’s approach of SRT by geodesic motions description of a fractal fluid.