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The method relies on a generalized Bakry Émery type criterion that applies to Kolmogorov type operators.
An implication of this equivalence is a Wiener type criterion for vanishing of the Poisson kernel of the equation Lu(x)="a(x u(x).
This approach is based on alternative, linear algebra type criterion for decomposability of multivectors to that defined by the QPRs, in terms of the properties of structured matrices, referred to as Grassmann Matrices.
The algorithm implements finite impulse response systems whose convolution profiles are designed on the basis of an H2-norm type criterion which guarantees robustness, particularly with respect to electrical noise.
The design of observer units for detecting anomalous operating conditions in linear dynamic systems is carried out, in the dual setting of noninteraction, on the basis of an H2-norm type criterion also including relevant feasibility constraints.
However, the Serrin type criterion and the Beale-Kato-Majda type criterion still hold true even for a weak solution (if it exists) (see [17, 18]).
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Users will be able to type criteria into a search engine and learn the location of a sample.
In particular, we establish Hille and Nehari type criteria.
These criteria can be considered as generalized Tsai-Wu type criteria.
In what follows, we establish Hille and Nehari type criteria for (1.1).
We will extend the so-called Hille and Nehari type criteria to third-order dynamic equations on time scales.
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