activity
20182021
most citedQuantifying time irreversibility using probabilistic differences between symmetric permutations

31 citations · 109 across the 10 of their papers we have counts for

collaborators

10 papers

physics.data-an2021

A novel parameter for nonequilibrium analysis in reconstructed state spaces

Wenpo Yao, Wenli Yao, Jun Wang

Kernel methods are widely used for probability estimation by measuring the distribution of low-passed vector distances in reconstructed state spaces. However, the information conve…

stat.OT2021★ 8 cited

Comparative analysis of the original and amplitude permutations

Wenpo Yao, Wenli Yao, Jun Wang

The original and amplitude permutations are two basic ordinal patterns; however, their relationship has received little attention. This paper compares the original and amplitude pe…

eess.SP2020★ 18 cited

Time irreversibility and amplitude irreversibility measures for nonequilibrium processes

Wenpo Yao, Jun Wang, Matjaz Perc +4

Time irreversibility, which characterizes nonequilibrium processes, can be measured based on the probabilistic differences between symmetric vectors. To simplify the quantification…

physics.med-ph2019★ 27 cited

Equal heartbeat intervals and their effects on the nonlinearity of permutation-based time irreversibility in heart rate

Yao Wen-po, Yao Wen-li, Wang Jun

The association of equal heartbeat intervals with cardiac conditions and the effect of the equality on permutation-based time irreversibility are investigated in this paper. We mea…

q-bio.NC2019

Time irreversibility and its application in epileptic brain electrical activities

Yao Wen-po, Yao wen-li, Dai Jia-fei +1

Time irreversibility (temporal asymmetry) is one of fundamental properties that characterize the nonlinearity of complex dynamical processes, and our brain is a typical complex dyn…

physics.data-an2018★ 19 cited

Double symbolic joint entropy in nonlinear dynamic complexity analysis

Wenpo Yao, Jun Wang

Symbolizations, the base of symbolic dynamic analysis, are classified as global static and local dynamic approaches which are combined by joint entropy in our works for nonlinear d…