The cumulative entropy is a new measure of information, alternative to the classical differential entropy. It has been recently proposed in analogy with the cumulative residual entropy studied by Wang. After recalling its main properties, including a connection to reliability theory, we discuss estimates of random lifetimes based on the empirical cumulative entropy, which is suitably expressed in terms of the dual normalized sample spacings.
On cumulative entropies and lifetimes estimations / A., DI CRESCENZO; Longobardi, Maria. - STAMPA. - 1:(2009), pp. 132-141. [10.1007/978-3-642-02264-7_15]
On cumulative entropies and lifetimes estimations
LONGOBARDI, MARIA
2009
Abstract
The cumulative entropy is a new measure of information, alternative to the classical differential entropy. It has been recently proposed in analogy with the cumulative residual entropy studied by Wang. After recalling its main properties, including a connection to reliability theory, we discuss estimates of random lifetimes based on the empirical cumulative entropy, which is suitably expressed in terms of the dual normalized sample spacings.File in questo prodotto:
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