【摘 要】
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This paper establishes a systematic frame work for the theory of linear quaternion-valued differential equations(QDEs),which can be applied to quantum mecha
【出 处】
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2015年微分方程与动力系统研讨会
论文部分内容阅读
This paper establishes a systematic frame work for the theory of linear quaternion-valued differential equations(QDEs),which can be applied to quantum mechanics,Frenet frame in differential geometry,kinematic modelling,attitude dynamics,Kalman filter design,spatial rigid body dynamics and fluid mechanics,etc.
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