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Optimal convergence order for multi-scale stochastic Burgers equation knowledge, this work seems to be the first result in which the optimal convergence orders in strong and weak
A globally convergent Levenberg–Marquardt method for equality-constrained optimization by the first-order optimality conditions for equality-constrained optimization. In particular, it appears
The method of mechanical quadratures for integral equations with fixed singularity is optimal by order on the Hölder class of functions.
Globalizing Stabilized Sequential Quadratic Programming Method by Smooth Primal-Dual Exact Penalty Function being weaker than the second-order sufficient optimality condition). However, unlike for the usual
On highly efficient simultaneous schemes for finding all polynomial roots study reveals that for single root finding methods, its optimal convergence order is 4, while
The method of mechanical quadratures for integral equations with fixed singularity is optimal by order on the Hölder class of functions.
Optimal control of a nonconvex perturbed sweeping process analysis and generalized differentiation, we establish the strong convergence of discrete optimal solutions
Limit vector variational inequalities and market equilibrium problems investigate the solvability of a general vector variational inequality via the convergence of solutions
Optimal control of a perturbed sweeping process via discrete approximations problems whose optimal solutions strongly converge to that of the controlled perturbed sweeping process
Optimal interplanetary spacecraft flights design with many-revolution braking maneuver by a low thrust jet engineThe optimal control problem of the spacecraft (SC) interplanetary transfer from the Earth to Mars
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