Computation of Various Information Entropies
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This article provides a detailed examination of computational methods for various information entropy measures, including Tsallis entropy, Renyi entropy, and Shannon entropy. Additionally, we explore their extended formulations and applications across different domains. Through numerical implementation examples, we demonstrate how to calculate key entropy metrics using probability distribution inputs and appropriate logarithmic functions. Readers will gain comprehensive understanding of information entropy applications in informatics, physics, biology, and other fields, along with practical knowledge for computing and utilizing different entropy forms and their extensions in real-world scenarios. The discussion includes algorithm descriptions for handling discrete and continuous probability distributions, with considerations for special cases like uniform distributions and boundary conditions.
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