2007
DOI: 10.1016/j.ejor.2006.02.015
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An inspection game with multiple inspectees

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Cited by 26 publications
(17 citation statements)
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“…Additionally, while sequential or stochastic multi-stage games have been used to model numerous smuggling problems, each game has a comparatively small number of pure strategies for the smuggler and custom officials. IGs were often modeled as non-cooperative games, with analysis focusing on the inspector's strategy of resource distribution (such as budget and personnel) in order to determine inspection effectiveness, as in Avenhaus and Kilgour (2004) [27] and [114]. That is why we categorize the SG as a game that combines two special strategies and the IG as a game with a special target strategy and a resource-distribution strategy for the searcher.…”
Section: Inspection and Smuggling Gamesmentioning
confidence: 99%
“…Additionally, while sequential or stochastic multi-stage games have been used to model numerous smuggling problems, each game has a comparatively small number of pure strategies for the smuggler and custom officials. IGs were often modeled as non-cooperative games, with analysis focusing on the inspector's strategy of resource distribution (such as budget and personnel) in order to determine inspection effectiveness, as in Avenhaus and Kilgour (2004) [27] and [114]. That is why we categorize the SG as a game that combines two special strategies and the IG as a game with a special target strategy and a resource-distribution strategy for the searcher.…”
Section: Inspection and Smuggling Gamesmentioning
confidence: 99%
“…(ii) Assume there are two pure strategy fixed points p i , p j , i, j ∈ S : i = 0, i < j, both satisfying (22). However, since it is j > i, then from Assumption 1, it is also G(b(ξ j )) ≥ G(b(ξ i )), and since the fine is convex, then from Lemma 1, it is also q i,i+1 ≥ q j−1,j .…”
Section: Theoremmentioning
confidence: 99%
“…Using this inner product notation and substituting (22) into (25), the kinetic equation can be written in a symbolic form:…”
Section: Evolutionary Inspection Game: Continuous Strategy Settingmentioning
confidence: 99%
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“…3 When randomized audits are desirable, the 4 Such models have been formulated to study financial audits, insurance claim investigations, environmental regulation / pollution control, multilateral treaty monitoring, deterrence theory / law enforcement, optimal tax policy / tax compliance, etc. For example, (a) financial audits: Chatterjee, Morton, and Mukherji [2006] and minor modifications of Newman, Patterson, and Smith [2001] and Patterson and Noel [2003]; (b) insurance claim investigations: Mookherjee and Png [1989] and Picard [1996]; (c) environmental regulation / pollution control: Bontems and Bourgeon [2005] and minor modification of Florens and Foucher [1999]; (d) multilateral treaty monitoring: minor modifications of Avenhaus, von Stengel, and Zamir [2002] and Hohzaki [2007]; (e) deterrence theory / law enforcement: Kaplow and Shavell [1994], Polinsky and Shavell [1998;2000], and Polinsky [2007]; (f) optimal tax policy / tax compliance: Border and Sobel [1987], Sanchez and Sobel [1993], Cremer and Gahvari [1995], Sansing [1993], Rhoades [1997;1999], Mills and Sansing [2000], and Feltham and Paquette [2002].…”
Section: Introductionmentioning
confidence: 99%