Archive (Printed Edition)
Volume 1 (1993) Volume 2 (1994) Volume 3 (1995) Volume 4 (1996) Volume 5 (1997) Volume 6 (1998) Volume 7 (1999) Volume 8 (2000) Volume 9 (2001) Volume 10 (2003) Volume 11 (2004) Volume 12 (2005) Volume 13 (2006) Volume 14 (2007) Volume 15 (2009) Volume 16 (2010) Volume 17 (2010) Volume 18 (2011) Volume 19 (2011) Volume 20 (2012) Volume 21 (2013) Volume 22 (2014) Volume 23 (2015) Volume 24 (2016) Volume 25 (2017) Volume 26 (2018) Volume 27 (2019) Volume 28 (2020)| Acta Univ. M. Belii Ser. Math. 29, pp. 39-61. | Download full version  PDF (859 KB) |
|
Received on 30 December 2021;
Accepted on 12 February 2022; Published online on 14 February 2022; Communicated with Miroslav Haviar. |
Fruits of a categorical approach to probability theory
by Martin PapčoAbstract
Keywords
generalized probability theory, fuzzy probability theory, cogenerator, epireflector, probability domain,
fuzzification, fuzzification functor, ID-probability, probability integral, D-poset, {\L}ukasiewicz tribe,
generalized random variable, observable, state, statistical map, duality.
Mathematics Subject Classification
(2010) 81P16, 60A86, 60A05; 06D72, 06D35, 18A32.
BibTeX reference
@ARTICLE{aumb2902,
author = {Pap\v{c}o, M.},
title = {Fruits of a categorical approach to probability theory},
journal = {Acta Univ. M. Belii Ser. Math.},
year = {2021},
volume = {29},
pages = {38--61},
issn = {1338-7111}
}