These new methods, which guarantee optimal exposure of the conformational epitopes, showed analytical performance superior to other IIF methods [60, 61, 62].
All simulations with large β must use error control methods which guarantee the accuracy of the numerical solution we must keep in mind that we are trying to solve an almost ill-posed problem.
This means that global deterministic methods, which guarantee finding the global optimum, fail to provide the solution in reasonable computing times.
In the context of dynamic optimization, Sequential Quadratic Programming (SQP) methods, which guarantee feasibility of the solution at convergence, or feasible SQP methods, which guarantee feasibility throughout the optimization, have shown to be efficient in the solution of large-scale constrained NLPs.
Sufficient failure samples are efficiently generated in each subspace using Markov Chain Monte Carlo method, which guarantees the accuracy of FPF approximation over there and ultimately over the entire design space.
The boundary stencils are based on a summation-by-parts framework, and the boundary conditions are imposed by the SAT penalty method, which guarantees linear stability for one-dimensional problems.
For many classical Gauss Christoffel quadrature rules there does not exist a method which guarantees a uniform level of accuracy for the Gaussian quadrature weights at all quadrature nodes unless the nodes are known exactly.
Attention is focused on the proportional plus derivative state feedback controller design based on the linear matrix inequality method, which guarantees the closed-loop system to be normal and quadratically stable with a prescribed upper bound of the cost function.
In this work, we propose and demonstrate an efficient NGN QoS control method, which guarantees the QoS requirements expressed in terms of per-service traffic flow authorized queuing delay.
The robot's stability is computed by first estimating the robot's pose, which in turn is interpreted as a contact problem, formulated as a linear complementarity problem (LCP), and solved using the Lemke's method (which guarantees a fast convergence).
