Exact(1)
Equations (6– 10) constitute a nonlinear system dX/ dt = F X) + S + H describing the evolution of X = (a, A p, B p, Y p ) in the presence of a stimulus S and noise source H. F is a vector-valued function specified by Equations (6– 10).
Similar(59)
Analytical solutions for the variance (σ2h), covariance (Chh), and spectrum (Shh) of h described by a linearized Boussinesq equation were derived and verified by Monte Carlo simulations.
The radios R and the height H describe the dimension of the volume.
The n th column in H describes which co-occurring patterns are active in the n th utterance.
(3) The other components of Eq. (1), the system operators S, L, and H, describe the system and its interaction with the propagating field at the interface.
where the distance d i between destination and node i is normalized to meters, and the random variable H describes multipath fading.
Here H MP is the maximum a posteriori estimate of H described in (7).
Note here that instead of describing the shape of the functional response, the parameters a and h describe activities relevant to the process of foraging.
Our work follows the method previously reported [15], which is based on the well-known iterative updating rule of W and H described by Lee and Seung [16].
Total protein was extracted from cells treated or not treated with 10−7 M DHT for 24 h (described in the Cell culture and experimental setup section).
In fact, H describes pure color where S provides the degree to which a pure color is diluted by white light and I is subjective color [ 20].
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