The entropy based on pseudo-arithmetical operations

Rok, strany: 1995, 157 - 164

The entropy of the partitions of measurable spaces equipped with a $\bot$-decomposable or $\oplus$-decomposable measure ($\bot$ is a continuous Archimedean\linebreak t-conorm, $\oplus$ is a pseudo-addition) is presented. The pseudo-arithmetical operations are used to build it up. Further the relationship between this kind of the entropy and the classical (Kolmogorov-Sinaj) entropy is shown.

ISO 690:

Rybárik, J. 1995. The entropy based on pseudo-arithmetical operations. In Tatra Mountains Mathematical Publications, vol. 6, no.2, pp. 157-164. 1210-3195.

APA:

Rybárik, J. (1995). The entropy based on pseudo-arithmetical operations. Tatra Mountains Mathematical Publications, 6(2), 157-164. 1210-3195.