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publication name HN - ENTROPY: A NEW MEASUREOF INFORMATION AND ITS PROPERTIES
Authors Mervat Mahdy; Dina S. Eltelbany; Hoda Mohammed
year 2021
keywords Shannon entropy. Rényi entropy. Tsallis entropy. Varma entropy. Weighted entropy. Cumulative (residual) entropy. HN- entropy. IRL, DRL (Increasing) Decreasing Relative loss entropy.
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Abstract

Entropy measures the amount of uncertainty and dispersion of an unknown or random quantity, this concept introduced at first by Shannon (1948), it is important for studies in many areas. Like, information theory: entropy measures the amount of information in each message received, physics: entropy is the basic concept that measures the disorder of the thermodynamical system, and others. Then, in this paper, we introduce an alternative measure of entropy, called HN- entropy, unlike Shannon entropy, this proposed measure of order α and β is more flexible than Shannon. Then, the cumulative residual HN- entropy, cumulative NH- entropy, and weighted version have been introduced. Finally, comparison between Shannon entropy and HN- entropy and numerical results have been introduced

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