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AUTHOR(S): Okechukwu U. Solomon, Obiageri E. Ogwo
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TITLE Effectiveness of Melin Integral and Fractal Dimensional Integral in Capital Market Efficiencies |
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ABSTRACT Melin integral is an integral transform which has been proposed for many types of physical and economical system even in perpetual option pricing. In financial market price stability, we observed that it is weakly efficient. We herein presented harmonized dimensional integral transform as a generalized state of the Melin transform with the aim of testing for market efficiency. The effect of our approach is that, the technique is stable and a strongly efficient model for capital market, having a significant impact on returns and taking account of issues of positive bias natures of investors which the Melin integral transform ignores. In addition, the model allows one to define an optimal positioning between a reduction in market and likelihood of a bankruptcy within the given time horizon. |
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KEYWORDS Melin Transform, Fractal measure, Capital Market efficiency, Normal Gussian and Raydon Nicodyn |
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Cite this paper Okechukwu U. Solomon, Obiageri E. Ogwo. (2025) Effectiveness of Melin Integral and Fractal Dimensional Integral in Capital Market Efficiencies. International Journal of Mathematical and Computational Methods, 10, 166-172 |
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