TY - JOUR
JF - lu-maco
JO - MACO
VL - 1
IS - 1
PY - 2020
Y1 - 2020/6/01
TI - Mutual Entropy Map for Continuous Systems on Compact Metric Spaces
TT -
N2 - In this paper we introduce the concept of mutual entropy map for continuous maps on metric spaces. It is a non-negative extended real number which depends on two measures which are preserved by a system. Then we will extract the Kolmogorov entropy of ergodic systems from the mutual entropy as a special case when the two measures are equal.
SP - 49
EP - 55
AU - Rahimi, Mehdi
AU - Assari, Amir
AD - University of Qom
KW - Entropy
KW - Invariant
KW - Mutual entropy.
UR - http://maco.lu.ac.ir/article-1-42-en.html
DO - 10.29252/maco.1.1.6
ER -