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  4. Revisiting causality using stochastics: 1. Theory
 
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Revisiting causality using stochastics: 1. Theory

Type
Journal article
Language
English
Date issued
2022
Author
Koutsoyiannis, Demetris
Onof, Christian
Christofides, Antonis
Kundzewicz, Zbigniew W. 
Faculty
Wydział Inżynierii Środowiska i Inżynierii Mechanicznej
Journal
Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
ISSN
1364-5021
DOI
10.1098/rspa.2021.0835
Volume
478
Number
2261
Pages from-to
art. 20210835
Abstract (EN)
Causality is a central concept in science, in philosophy and in life. However, reviewing various approaches to it over the entire knowledge tree, from philosophy to science and to scientific and technological applications, we locate several problems, which prevent these approaches from defining sufficient conditions for the existence of causal links. We thus choose to determine necessary conditions that are operationally useful in identifying or falsifying causality claims. Our proposed approach is based on stochastics, in which events are replaced by processes. Starting from the idea of stochastic causal systems, we extend it to the more general concept of hen-or-egg causality, which includes as special cases the classic causal, and the potentially causal and anti-causal systems. Theoretical considerations allow the development of an effective algorithm, applicable to large-scale open systems, which are neither controllable nor repeatable. The derivation and details of the algorithm are described in this paper, while in a companion paper we illustrate and showcase the proposed framework with a number of case studies, some of which are controlled synthetic examples and others real-world ones arising from interesting scientific problems.
Keywords (EN)
  • causality

  • causal systems

  • stochastics

  • impulse response function

  • system identification

License
closedaccessclosedaccess Closed Access
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