Tag: optimal control

A new theoretical model corrects errors in pulse plating simulations by enforcing physical constraints on metal ion concentrations.

Researchers have developed a geometric framework using an Attacker Dominance Region to solve target defense differential games between curvature-constrained Dubins ...

A new mathematical model comparing chemotherapy and CAR T-cell therapy for leukemia finds that simulated T-cell infusion produces a stronger ...

A new general model formulates the optimal implementation of any N-qubit quantum gate as a boundary value problem solvable with ...

A new five-compartment mathematical model treats university absenteeism as a socially transmitted process and identifies early re-engagement of occasional absentees ...

A PLOS One study models AI-enabled dual-channel knowledge dissemination in organizations, finding a threshold effect beyond which knowledge keeps spreading.

A new mathematical study uses fractional-order differential equations to model Nipah virus transmission across humans, pigs, and birds, showing that ...

A mathematical analysis identifies the highest sustainable constant harvest rate for a single population with a strong Allee effect under ...

A new fractional-order model connects obesity and insulin resistance to Alzheimer's disease mechanisms, paired with a neural network predictor and ...

Researchers propose a Mangasarian-type sufficient maximum principle for continuous-path Itô-Liu processes and derive a closed-form optimal portfolio under logarithmic utility.