Currently displaying 1 – 2 of 2

Showing per page

Order by Relevance | Title | Year of publication

Upgrading Probability via Fractions of Events

Roman Frič;  Martin Papčo — 2016

Communications in Mathematics

The influence of “Grundbegriffe” by A. N. Kolmogorov (published in 1933) on education in the area of probability and its impact on research in stochastics cannot be overestimated. We would like to point out three aspects of the classical probability theory “calling for“ an upgrade: (i) classical random events are black-and-white (Boolean); (ii) classical random variables do not model quantum phenomena; (iii) basic maps (probability measures and observables – dual maps to random variables) have very...

Fuzzification of crisp domains

Roman Frič;  Martin Papčo — 2010

Kybernetika

The present paper is devoted to the transition from crisp domains of probability to fuzzy domains of probability. First, we start with a simple transportation problem and present its solution. The solution has a probabilistic interpretation and it illustrates the transition from classical random variables to fuzzy random variables in the sense of Gudder and Bugajski. Second, we analyse the process of fuzzification of classical crisp domains of probability within the category I D of D -posets of fuzzy...

Page 1

Download Results (CSV)