The St. Petersburg Paradox and Its Implications for Economic Decision-Making
The St. Petersburg Paradox and Its Implications for Economic Decision-Making
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This article examines the St. Petersburg Paradox from an economic perspective. The purpose of the study was to explore various theoretical resolutions, including expected utility theory, risk aversion, and behavioral economics, and their applications in modern economic decision-making. Methods: The research employs a systematic literature review and comparative analysis of different approaches to resolving the St. Petersburg Paradox. Key methodologies include an evaluation of mathematical models, historical economic theories, and behavioral insights. The study also considers simulations and empirical data on risk perception to understand how individuals and markets respond to uncertain outcomes. Results: The analysis reveals that the paradox highlights the limitations of traditional expected value calculations in economic decision-making. Conclusion: The St. Petersburg Paradox remains a crucial concept in economic theory, illustrating the need for more sophisticated decision-making models beyond expected value maximization. While expected utility theory provides a widely accepted resolution, modern economic research continues to refine risk-based models to account for human behavior and real-world financial constraints.
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Bernoulli, D. (1993). An attempt at a new theory of measuring risk. In Theory of con-sumer demand (pp. 11-27). Moscow: Economic School.
Carol, A. (1996). Financial Risk Management and Analysis. New Jersey: John Wiley & Sons.
Clark, M. (2002). The St. Petersburg paradox. In Paradoxes from A to Z. London: Routledge.
Cowen, T., & High, J. (1988). Time, bounded utility, and the St. Petersburg paradox. Theory and Decision, 25(3), 219-223. https://doi.org/10.1007/BF00133163
https://doi.org/10.1007/BF00133163
Diev, V. S. (2014). The problem of choice and decision-making in an interdisciplinary context. Bulletin of Tomsk State University. Philosophy. Sociology. Political Science, 2(22).
Fedorov, D. A. (2019). One of the ways to resolve the St. Petersburg paradox. In A. A. Ovodenko (Ed.), Current problems of the economy of modern Russia: Col-lection of scientific papers (Vol. 5, pp. 368-370). GUAP.
Feller, W. (2019). An introduction to probability theory and its applications. Moscow: Mir.
Friedman, M., & Savage, L. J. (2019). Utility analysis in choice among risky alterna-tives. In V. M. Galperin (Ed.), Theory of consumer behavior and demand (Vol. 1, pp. 208-249). Saint Petersburg: Economic School.
Kraitchik, M. (1942). The Saint Petersburg paradox. In Mathematical recreations. New York: W.W. Norton.
Kudryavtsev, A. A. (2013). The St. Petersburg paradox and its significance for eco-nomic theory. Bulletin of St. Petersburg State University, 5(3).
Menger, K. (1967). The role of uncertainty in economics, in: Essays in selection: effi-cient diversification of investment. New York: John Wiley & Sons.
https://doi.org/10.1515/9781400877386-018
Nelyubina, M. S. (2015). Non-standard problems of probability theory. Scientific and Methodological Electronic Journal "Concept", 25.
Neumann, J. von, & Morgenstern, O. (1970). Theory of games and economic behav-ior. Moscow: Nauka.
Schumpeter, J. (2001). History of economic analysis. Saint Petersburg: Economic School.
Sekey, G. (2019). Paradoxes in probability theory and mathematical statistics. Mos-cow: Mir.
Szabó-Szentgróti, G., Végvári, B., & Varga, J. (2021). Impact of industry 4.0 and dig-itization on labor market for 2030-Verification of Keynes' Prediction. Sustaina-bility, 13(14). https://doi.org/10.3390/su13147703
https://doi.org/10.3390/su13147703
Vatnik, P. A. (2008). Daniel Bernoulli as an economist. Finance and Business, (2), 188-194.
Weber, C. E. (1998). The St. Petersburg paradox: A resolution for impatient risk seekers. International Advances in Economic Research, 4, 367-373.
https://doi.org/10.1007/BF02295690
Weirich, P. (1984). The St. Petersburg gamble and risk. Theory and Decision, 17, 193-202.
























