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linear differential game
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     The dimension of the linear differential ideal
     线性微分理想的维数
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     THE PURSUIT FOR LINEAR DIFFERENTIAL GAMES
     线性微分追捕对策
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  linear differential game
Solution of encounter-evasion problem in a linear differential game
      
On the synthesis of optimal controls in a linear differential game with a quadratic inhomogeneous payoff functional
      
Some analogies between this game and the linear differential game with elliptical vectograms are indicated.
      
A zero-sum, two-player linear differential game of fixed duration is considered in the case when the information is incomplete but a statistical structure gives both players the possibility tospy the value of an unknown parameter in the payoff.
      
It is well-known that the Nash equilibrium solution of a two-person, nonzero-sum, linear differential game with a quadratic cost function can be expressed in terms of the solution of coupled generalized Riccati-type matrix differential equations.
      
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In this paper, a sufficient condition to possibly complete the pursuit for linear differential games of many faces is obtained. It may serve as an inference to deduct the results in [1].

本文给出了多方线性微分追捕对策中完成追捕的充分条件。从推论可以得到文献[1]的结果。

In this paper, controls tructures of pursuits of linear differential games of many faces with integral restriction are given.

本文给出积分约束下一类多方线性微分追捕对策的追捕控制结构

 
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