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The transformed FV-CNN can be viewed as linear kernel machines.
The phytochelatins can be viewed as linear polymers of the γ-glutamylcysteine (γ-Glu-Cys) portion of glutathione.
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Linear logic restricted to L can be viewed as a linear logic programming language.
The system can be viewed as a linear discrete system with lead time and operating constraints.
The selection matrix J can be viewed as the linear dependence matrix in PARALIND model.
Particularly, derivative tuning can be viewed as a linear extrapolation of past errors.
Given a set of v and the distances between them, to solve w kk could be viewed as a linear regression problem, which was solved by Ridge regression.
In the absence of additive noise, the estimator can be viewed as a linear system that transforms into by means of the transfer matrix.
An idealized discrete-level (digital) signal can be viewed as a linear combination of Heaviside unit step functions ([36], for example).
For the adatom-substrate interaction, our calculation shows that it is not sensitive to the configuration of cluster and thus E as can approximately be viewed as a linear function of cluster size n, i.e., E as = - n E as 0, where E as 0 refers to the cohesive energy contributed by adatom-substrate interaction of one adatom.
Here J : = ( 0 I − I 0 ) is the canonical 2 n × 2 n skew-symmetric matrix, the superscript X ∗ denotes the complex conjugation, the matrices S k and are symplectic, and system ( S λ ) can be viewed as a linear perturbation of the symplectic system (S0), i.e., z k + 1 = S k z k.
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