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Project description
Non-mathematical dimensions of randomness: Implications for problem gambling
- research article -
Randomness, a core concept of gambling, is seen in problem gambling as responsible for the formation of the math-related cognitive distortions, especially the Gambler's Fallacy. In problem-gambling research, the concept of randomness was traditionally referred to as having a mathematical nature, and categorized and approached as such. Randomness is not a mathematical concept, and I argue that its weak mathematical dimension is not decisive at all for the randomness-related issues in gambling and problem gambling, including the correction of the misconceptions and fallacies about probability and statistical concepts applied in gambling. I distinguish between mathematical and non-mathematical dimensions of randomness (the epistemic, the theoretical-methodological, the functional, and the ethical) falling within the general concept, and I argue that both the studies having as object the math-related cognitive distortions among gamblers and the educational programs aiming at correcting them should employ this distinction in their design and content.
Keywords: randomness; gambler's fallacy; gambling mathematics; gambling cognitive distortions; epistemology of gambling mathematics.
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Author
Dr. Catalin Barboianu (Applied mathematics, Epistemology of Mathematics, Mathematical Cognition, Problem Gambling)
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Published research
Barboianu, C. (2024). Non-mathematical dimensions of randomness: Implications for problem gambling. Journal of Gambling Issues, Vol. 36. DOI: doi.org/10.4309/YHJT7003.
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Related programs
Problem-gambling mathematics counseling