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Closely related axiomatic derivations of image processing operators based on scale invariance have also been given in the earlier Japanese literature (Iijima 1962; Weickert et al. 1999).
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The proposed method is based on the "scale-invariance" (or "scaling") theory whose concepts imply that statistical properties of the extreme rainfall processes for different temporal scales are self-related by a scale-changing operator involving only the scale ratio.
The method is based on the invariance of continuous-time Markov parameters.
Then, based on set invariance, a min-max MPC algorithm is proposed for LPV systems subject to actuator saturation.
Based on an invariance principle developed elsewhere, a discontinuous controller that uses only position measurement feedback is proposed.
The proofs are based on an invariance principle for Lyapunov-Razumikhin functions, which has been recently used to prove consensus between single integrator MAS.
Based on the invariance principle of stochastic differential equations and some suitable Lyapunov functions, several sufficient conditions are developed to solve this problem.
The control concept is based on the invariance control approach and is designed as an extension of an ordinary feedback controller.
In this paper, based on the invariance principle of differential equation, a simple adaptive control method is proposed to synchronize the dynamical networks with the general coupling functions.
The other version, based on the rotational invariance of the underlying signal subspace induced by the translational invariance of the sensor array, is named as the closed-form solutions.
That fee is based on union scale.
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