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The first model in Table 3 is a standard flexible parametric survival model with no time-dependent effects, i.e. a proportional excess hazards model.
Model 2 is a flexible parametric cure model with no time-dependent effects, so the only difference between model 1 and 2 is the restriction of a constant cumulative excess hazard from the last knot.
With more HA (4.8 mg/L), no time-dependent aggregation was detected in S = 1.8 and 3.6 psu suspensions (Figure 6).
Results with time dependent and independent noise data are given.
The scheme is also stable and efficient for pricing financial problems with time dependent parameters.
Permeability of the disks is similar, with time dependent rate a ' (t) (shown in Fig. 1).
The stability of systems (1.1) with time dependent delays is investigated in [11].
This leads to a time varying model with time dependent mass, stiffness and damping matrices.
This set of equations is a system of second order differential equations with time dependent coefficients.
Both models lead to sets of differential equations with time dependent coefficients.
The next example shows that Jain's scheme is stable and efficient for problems with time dependent parameters.
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