| P. Bernhard. Computation of equilibrium points of delayed partial information pursuit evasion games. In Proceedings of the 26th Conference on Decision and Control, December 1987. |
....by associating observations of current target locations with previously detected target locations. In the general case, the sensory input can come from multiple sensory platforms. Other work related to predicting target movements includes stochastic game theory, such as the hunter and rabbit game ([5], 6] which is the problem of determining where to shoot to minimize the survival probability of the rabbit. Our task in this paper differs from this work in that our goal is not to calculate the trajectories of the targets, but rather to find dynamic sensor placements that minimize the ....
P. Bernhard. Computation of equilibrium points of delayed partial information pursuit evasion games. In Proceedings of the 26th Conference on Decision and Control, December 1987.
....by associating observations of current target locations with previously detected target locations. In the general case, the sensory input can come from multiple sensory platforms. Other work related to predicting target movements includes stochastic game theory, such as the hunter and rabbit game [3, 4], which is the problem of determining where to shoot to minimize the survival probability of the rabbit. Our task in this article differs from these works in that our goal is not to calculate the trajectories of the targets, but rather to find dynamic sensor placements that maximize the collective ....
P. Bernhard. Computation of equilibrium points of delayed partial information pursuit evasion games. In Proceedings of the 26th Conference on Decision and Control, December 1987.
....by associating observations of current target locations with previously detected target locations. In the general case, the sensory input can come from multiple sensory platforms. Other work related to predicting target movements includes stochastic game theory, such as the hunter and rabbit game [3, 4], which is the problem of determining where to shoot to minimize the survival probability of the rabbit. Our task in this article differs from these works in that our goal is not to calculate the trajectories of the targets, but rather to find dynamic sensor placements that maximize the collective ....
P. Bernhard. Computation of equilibrium points of delayed partial information pursuit evasion games. In Proceedings of the 26th Conference on Decision and Control, December 1987.
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