Geometric synthesis of aerospace plane ascent guidance logic. - Kenneth D. Mease; Mark A. Van Buren (Autom., 1994)

Dichotomic basis approach to solving hyper-sensitive optimal control problems. - Anil V. Rao; Kenneth D. Mease (Autom., 1999)

Multiple time-scales in nonlinear flight mechanics: diagnosis and modeling. - Kenneth D. Mease (Appl. Math. Comput., 2005)

Using Lyapunov Vectors and Dichotomy to Solve Hyper-Sensitive Optimal Control Problems. - Ufuk Topcu; Kenneth D. Mease (CDC, 2006)

Approximate solution of hyper-sensitive optimal control problems using finite-time Lyapunov analysis. - Erkut Aykutlug; Kenneth D. Mease (ACC, 2009)

Solving Partially Hyper-Sensitive Optimal Control Problems Using Manifold Structure. - Erkut Aykutlug; Marco Maggia; Kenneth D. Mease (NOLCOS, 2013)

Characterizing two-timescale nonlinear dynamics using finite-time Lyapunov exponents and subspaces. - Kenneth D. Mease; Ufuk Topcu; Erkut Aykutlug; Marco Maggia (Commun. Nonlinear Sci. Numer. Simul., 2016)

Manifold-Following Approximate Solution of Completely Hypersensitive Optimal Control Problems. - Erkut Aykutlug; Ufuk Topcu; Kenneth D. Mease (J. Optim. Theory Appl., 2016)