MyJournals Home  

RSS FeedsEntropy, Vol. 24, Pages 1736: Extended Divergence on a Foliation by Deformed Probability Simplexes (Entropy)

 
 

28 november 2022 13:57:57

 
Entropy, Vol. 24, Pages 1736: Extended Divergence on a Foliation by Deformed Probability Simplexes (Entropy)
 


This study considers a new decomposition of an extended divergence on a foliation by deformed probability simplexes from the information geometry perspective. In particular, we treat the case where each deformed probability simplex corresponds to a set of q-escort distributions. For the foliation, different q-parameters and the corresponding α-parameters of dualistic structures are defined on each of the various leaves. We propose the divergence decomposition theorem that guides the proximity of q-escort distributions with different q-parameters and compare the new theorem to the previous theorem of the standard divergence on a Hessian manifold with a fixed α-parameter.


 
79 viewsCategory: Informatics, Physics
 
Entropy, Vol. 24, Pages 1735: Musical Emotions Recognition Using Entropy Features and Channel Optimization Based on EEG (Entropy)
Entropy, Vol. 24, Pages 1737: Decomposed Entropy and Estimation of Output Power in Deformed Microcavity Lasers (Entropy)
 
 
blog comments powered by Disqus


MyJournals.org
The latest issues of all your favorite science journals on one page

Username:
Password:

Register | Retrieve

Search:

Physics


Copyright © 2008 - 2024 Indigonet Services B.V.. Contact: Tim Hulsen. Read here our privacy notice.
Other websites of Indigonet Services B.V.: Nieuws Vacatures News Tweets Nachrichten