w In a recent paper, Liu et al. Liu, C., Jonas, P.R., Saunders, C.P.R., 1996. Accuracy of the anomalous diffraction approximation to the light scattering by column-like ice crystals. Atmos. x Ž . Res. 41, 63–69 reported that the anomalous diffraction approximation ADA accuracy is not < < sensitive to van de Hulst’s condition my1 1, but is dependent on the size parameter x . w Videen and Chylek ...

We introduce a continuous stochastic model for the prostate-specific antigen (PSA) levels following radiotherapy and derive solutions for the associated partial differential (Kolmogorov-Chapman) equation. The solutions describe the evolution of the time-dependent density for PSA levels which take into account an absorbing condition along the boundary and various initial conditions. We include i...

Considering a discrete-time linear parameter-varying systems with input constraints, this article deals the codesign of parameter-dependent state-feedback controller and new event-triggering mechanism. Two independent policies are introduced at sensor node to economize limited network resources. They indicate whether current state or scheduling parameters should be transmitted not. In sense, ca...

where g : R × R × R → R is a C function. Once we specify a parameter path u(t), t ≥ t1, in the parameter space we can solve (1.1) uniquely for x(t), t ≥ t1, with the given initial condition x(t1) = x0. Alternatively if we specify a parameter path u(t), t ≤ t1, in the parameter space we can solve (1.1) uniquely for x(t), t ≤ t1, with the given terminal condition x(t1) = x0. Suppose now that for ...

We present a novel class of real symmetric matrices in arbitrary dimension d, linearly dependent on a parameter x. The matrix elements satisfy a set of nontrivial constraints that arise from asking for commutation of pairs of such matrices for all x, and an intuitive sufficiency condition for the solvability of certain linear equations that arise therefrom. This class of matrices generically vi...