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If you know why this happens for discrete time periods, please tell us by adding your comment below.
Simulation optimisations are defined for discrete time models of propagation.
Theorem 3 also holds for discrete time random walk under the obvious modification.
The behavior of population growth in cyclic environments for discrete time has already been analyzed.
For discrete time systems, the sampling rate is an important design issue.
We extend existing results to account for discrete time bivariate systems with rational expectations.
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This chapter introduces optimal control theory for discrete-time systems.
Controllability properties for discrete-time, Markovian quantum dynamics are investigated.
Finally, we generalize our results for discrete-time nonlinear systems with real parametric uncertainty to derive corresponding observer design results for discrete-time nonlinear systems with exogenous disturbance.
A distributed linear-quadratic-regulator (LQR) semistability theory for discrete-time systems is developed for designing optimal semistable controllers for discrete-time coupled systems.
Generally, the state estimation problem for discrete-time nonlinear systems has received little attention.
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