The accuracy of FORM/SORM approximations was considered acceptable for engineering purpose in our application given the minimal numerical burden posed by such a method compared to Monte Carlo simulations.
In the high-plasma-frequency limit regime, i.e. 0<ε≪1, the solution of the KGZ system propagates waves with amplitude at O(1) and wavelength at O ε2) in time and O(1) in space, which causes significantly numerical burdens due to the high oscillation in time.
In this early phase of infection, the numerical balance between bacterial burden and host defense mechanisms in the tissues will determine the outcome of infection, and the LDLR−/− mice start with a substantial advantage over control animals.
The computational burden for the numerical solution of a set of diffusion reaction equations at each macro scale location is circumvented by means of the Karhunen Loève Galerkin (KLG) method.
The computational burden in one loop of the numerical optimization for the two methods is approximately the same.
More than half (68.3%) reported no to mild burden ranging from zero to three, 18.6% reported moderate burden, and 24 participants (10.9%) indicated severe burden ranging from seven to nine on the numerical rating scale.
Finally, we demonstrate the numerical illustrations that the optimal regimens reduce the tumor burden under different scenarios.
