Duality: random variables versus observables

Authors

  • Roman Frič Catholic University in Ružomberok, Faculty of Education, Slovakia

Abstract

The paper considers the duality between random variables and observables, including elementary events and algebraic approaches to probability.

References

Dvurečenskij, A., S. Pulmannová, New Trends in Quantum Structures, Kluwer Academic Publishers, Dordrecht, 2000.
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Frič, R., Sequential structures in probability: categorical reflections, Mathematik-Arbeitspapiere 48 (ed. H.-E. Porst), Universität Bremen, 1997, 157–169.
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Frič, R., Convergence and duality, Applied Categorical Structures (to appear).
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Halmos, P. R., The foundations of probability, American Mathematical Monthly 51 (1944), 497–510.
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Łoś, J., Fields of events and their definition in the axiomatic treatment of probability, Studia Logica 9 (1960), 95–132.
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Mundici, D., B. Riečan, Probability on MV-algebras, Handbook of Measure Theory (ed. E. Pap), North-Holland (to appear).
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Published

2003-05-27

How to Cite

Frič, R. (2003). Duality: random variables versus observables. Annales Universitatis Paedagogicae Cracoviensis Studia Mathematica, 3, 55–60. Retrieved from https://studmath.uken.krakow.pl/article/view/13467