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Finite time differential equations
1985 24th IEEE Conference on Decision and Control, 1985Continuous finite time differential equations are introduced as fast accurate controllers for dynamical systems. These have qualities superior to controllers which are currently in use in such applications as robotics. The structure of the phase portrait for scalar second order finite time systems is determined. This characterization is used to develop
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Restricted Finite Time Dominance [PDF]
, 2012 We investigate intertemporal dominance conditions for comparisons of finite unidimensional streams of outcomes in discrete time. We follow Ekern's [1981, Time dominance efficiency analysis. Journal of Finance, 36, pp.1023-1034] approach based on unanimous net present value comparisons for classes of discount factors representing temporal preferences ...
Nicoleta Anca Matei, Claudio Zoli
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1991
Dynamic programming or its analogs can not be applied when the process control period is not definite. Other universal methods for control optimization for such problems are so far unknown. Moreover, the unconstrained control interval leads to new essential restrictions on control and output variables (and may be on states) of the control object: they ...
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Dynamic programming or its analogs can not be applied when the process control period is not definite. Other universal methods for control optimization for such problems are so far unknown. Moreover, the unconstrained control interval leads to new essential restrictions on control and output variables (and may be on states) of the control object: they ...
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Real-Time Time-Dependent Electronic Structure Theory
Chemical Reviews, 2020Xiaosong Li +2 more
exaly