Sentence examples for intensity function for from inspiring English sources

In the molten state (T=50°C), the structure factors for both network and linear polymer blend are well described with the de Gennes' scattering intensity function for polymer blends.

If one wants to take account of the existence of cell cycle phases, one will have to write a population balance equation for each phase, a transition intensity function for each phase will have to be introduced, and the problem of making models for these functions will arise again, and in multiplied fashion.

(Lambda)(RL): Intensity function for system failure.

(lambda (t)= frac{{mathrm {d}}m(t)}{{mathrm {d}}t}) is the failure intensity function for the whole software system by time t.

For the sake of simplicity, the intensity function for NHPP does not change over time and some parameters are assumed to be the same, i.e., E n init = E init, P n elec = P elec, P n tran = P tran, P n sens = P sens, λ n = λ, and τ n = τ for n = 0,1,2,…,N.

Therefore, we have X = S + B. We can derive the intensity function for S and X, and then the conditional density of S|X.

In this paper, we describe a new and different approach which circumvents the necessity of having intensity functions for transitions between cell cycle phases, and for which the fission intensity function is state-independent.

We denote the conditional intensity functions for positive and negative tweeting events by user i as λ + ( i, t | β +, H t − ) and λ − ( i, t | β −, H t − ), where H t − is the network right before time t, and β + and β − are vectors of parameters.

We note that arrival intensity functions for each acuity can be adjusted to fit data from any emergency department.

The risk surfaces were created by calculating the ratio of intensity functions for positive and negative herds on a grid of 2 × 2 km cells.

For the signal intensity function of T2 relaxation, the following relationship was used to determine the T2 relaxation times: I ~ M 0 e - t T 2 (2). Figure 6 shows the plot for two different samples of nanoparticles with concentrations of 0.427 and 4.27 mM iron.