to be the world leader in the innovation of advanced computational methods for solving complex constrained optimal control problems. A secondary vision is to be the world leader in the application of these methodologies to problems of current interest in aerospace engineering including problems in space flight dynamics, orbital dynamics, and atmospheric flight mechanics. Our research to date has focused on the development of novel methods that employ collocation at Gaussian quadrature points and has been applied to a variety of modern aerospace engineering problems. Our methods have led to our latest state-of-the-art optimal control software, GPOPS-II
, that implements variable-order Gaussian quadrature collocation methods together with sparse nonlinear programming. We are continually seeking talented students to join our group. Please continue to explore the other pages on this website if you have interest in these research areas.