This article is about the requirements for logical coherence in probability theory. For books written in the Dutch language, see Dutch literature.
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In gambling, economics, and the philosophy of probability, a Dutch book or lock is a set of odds and bets that ensures a guaranteed profit (regardless of the outcome being bet on).[1] It is generally used as a thought experiment to motivate Von Neumann–Morgenstern axioms or the axioms of probability by showing they are equivalent to philosophical coherence or Pareto efficiency.
In economics, the term usually refers to a sequence of trades that would leave one party strictly worse off (effectively "burning money"). Typical assumptions in rational choice theory (namely, the Von Neumann–Morgenstern axioms) rule out Dutch books. These assumptions are weakened by behavioral economics.
In philosophy the Dutch book argument is used to explore degrees of certainty in beliefs,[2] showing that rational agents must be Bayesian (i.e. assign probabilities to events).
There is no agreement on the etymology of the term.[3]
^"Dutch Book Arguments". The Stanford Encyclopedia of Philosophy. Metaphysics Research Lab, Stanford University. 2016.
^Bovens, Luc; Rabinowicz, Wlodek (2012). "Bets on Hats: On Dutch Books Against Groups, Degrees of Belief as Betting Rates, and Group-Reflection". Episteme. 8 (3): 281–300. doi:10.3366/epi.2011.0022. ISSN 1742-3600. S2CID 53515618.
^Hajek, Alan Dutch Book Arguments, Chapter 7 in The Oxford Handbook of Rational and Social Choice, ed. Paul Anand, Prasanta Pattanaik, and Clemens Puppe, 173-195, Oxford University Press
In gambling, economics, and the philosophy of probability, a Dutchbook or lock is a set of odds and bets that ensures a guaranteed profit (regardless...
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canceled, or even the closure of the bettor's account. Advantage gambling Dutchbook Mathematics of bookmaking Sports betting Cortis, Dominic (2015). "Expected...
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proportions in order to make a profit regardless of which outcome prevails. See Dutchbook and coherence (philosophical gambling strategy). This is achieved primarily...
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