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The Dynamics of Financial Markets: Fibonacci numbers, Elliott waves, and solitons. (arXiv:1912.11216v1 [q-fin.ST])

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In this paper information theoretical approach is applied to the description of financial markets. A model which is expected to describe the markets dynamics is presented. It is shown the possibility to describe market trend and cycle dynamics from a unified viewpoint. The model predictions comparatively well suit Fibonacci ratios and numbers used for the analysis of market price and time projections. It proves possible to link time and price projections, thus allowing increase the accuracy of predicting well in advance the moment of trend termination. The model is tested against real data from the stock and financial markets.


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