Results 111 to 120 of about 270 (146)
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The distribution of the time‐duration of stochastic duels
Naval Research Logistics Quarterly, 1965AbstractThe Theory of Stochastic Duels is extended by considering the distribution of time‐to‐completion of the fundamental duel. The model has fixed kill probabilities and either random or fixed time between rounds fired. Time‐limitation is included. Special cases and examples are worked out.
Ancker, C. J. jun., Gafarian, A. V.
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A many-on-many stochastic duel model for a mountain battle
Naval Research Logistics, 1992Moshe Kress
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Naval Research Logistics Quarterly, 1976
AbstractIn this analysis we extend the theory of stochastic duels to include the situation where one of the contestants fires a single infinitely long burst at a fixed rate of fire and secondly where he fires fixed‐length, fixed‐rate of fire bursts randomly spaced. In both cases the opponent fires single rounds randomly spaced.
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AbstractIn this analysis we extend the theory of stochastic duels to include the situation where one of the contestants fires a single infinitely long burst at a fixed rate of fire and secondly where he fires fixed‐length, fixed‐rate of fire bursts randomly spaced. In both cases the opponent fires single rounds randomly spaced.
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Stochastic Duels with Limited Ammunition Supply
Operations Research, 1964In a previous paper the ground work was laid for a new theoretical model of combat called the “stochastic duel.” The principal elements of the model were fixed kill probabilities on each round fired, a random time between rounds fired, and unlimited ammunition supply.
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Stochastic duels with lethal dose
Naval Research Logistics Quarterly, 1970This paper introduces the idea of lethal dose to achieve a kill and examines its effect on the course and final outcome of a duel. Results have been illustrated for a particular case of exponential firing rates.
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Stochastic duels involving reliability
Naval Research Logistics Quarterly, 1972AbstractThe reliability of weapons in combat has been treated by Bhashyam in the context of a stochastic duel characterized by fixed ammunition supplies. negative exponentially distributed firing times and weapon lifetimes, and a fixed number of spare weapons for each duelist.
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Some Discrete Processes in the Theory of Stochastic Duels
Operations Research, 1965The duel in which the contestant on each side has a fixed kill probability and a random (continuous) time between firings has been previously considered. By limiting the time between rounds to a constant, certain situations in which strong interactions occur are investigated.
Ancker, C. J. jun., Williams, Trevor
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Theory of Stochastic Duels - Miscellaneous Results
1978Abstract : This memorandum presents particular applications of various aspects of the theory of stochastic duels that the author has accumulated over a period of years.
null C. J., Jr Ancker
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Many-Versus-Many Stochastic Duels
1984Abstract : The free-world literature on Many-Versus-Many Stochastic models of combat firefights (excluding pre-fire-fight optimization models) has been exhaustively searched, collected and reviewed. A bibliography has been prepared. Keywords include: Stochastic, Duels, Many-Versus-Many, Bibliography.
null A. V., Gafarian C. J., Jr. Ancker
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SOME DISCRETE PROCESSES IN THE THEORY OF STOCHASTIC DUELS
2023Source: Masters Abstracts International, Volume: 09-04, page: 2400.
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