1991
DOI: 10.1080/10430719108404712
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An optimal control model of new weapon system development∗

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“…• If the contractor agent and the government principal have asymmetric information regarding production costs, and additional R&D reduces actual production costs against a fixed contract price, the contractor has incentives to invest more R&D "up front" to realize these rents (Laffont and Tirole 1993). • If the government can require the contractor to allocate resources over time to minimize the total procurement costs of the system, it will be optimal to undertake most R&D early in the procurement program (Cavin 1991). This paper adopts an economic model of R&D profiles for defense systems based on system cost minimization, which was described previously in this journal (Cavin 1991).…”
Section: Modeling As a Complementary Input To System Productionmentioning
confidence: 99%
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“…• If the contractor agent and the government principal have asymmetric information regarding production costs, and additional R&D reduces actual production costs against a fixed contract price, the contractor has incentives to invest more R&D "up front" to realize these rents (Laffont and Tirole 1993). • If the government can require the contractor to allocate resources over time to minimize the total procurement costs of the system, it will be optimal to undertake most R&D early in the procurement program (Cavin 1991). This paper adopts an economic model of R&D profiles for defense systems based on system cost minimization, which was described previously in this journal (Cavin 1991).…”
Section: Modeling As a Complementary Input To System Productionmentioning
confidence: 99%
“…• If the government can require the contractor to allocate resources over time to minimize the total procurement costs of the system, it will be optimal to undertake most R&D early in the procurement program (Cavin 1991). This paper adopts an economic model of R&D profiles for defense systems based on system cost minimization, which was described previously in this journal (Cavin 1991). Let C(Y,K) represent the cost of producing the system at a rate Y using technology investment K, and suppose that the specific technology required to build a defense system can be produced using traditional R&D and modeling and simulation jointly.…”
Section: Modeling As a Complementary Input To System Productionmentioning
confidence: 99%