Nonlinear controllability via Lie theory
Complete system associated with given control, discussing trajectories uniform approximation and nonlinear controllability conditions based on linear partial differential equation
Haynes, G. W.↗
Engineering topics
Hermes, H.
Publications and source records attributed to Hermes, H..
On the closure and convexity of attainable sets in finite and infinite dimensions.
Closure and convexity of attainable control sets in finite and infinite dimensions, noting Liapunov theorem
OPTIMAL CONTROL↗
Research in the general area of non-linear dynamical systems Final report, 8 Jun. 1965 - 8 Jun. 1967
Nonlinear dynamical systems research on systems stability, invariance principles, Liapunov functions, and Volterra and functional integral equations
Hermes, H.↗
Attainable sets and generalized geodesic spheres.
Attainable sets and generalized geodesic spheres, noting set properties and meaning of conjugate points
GEODESY↗
Discontinuous vector fields and feedback control.
Discontinuous vector fields and feedback control, discussing stability under perturbations and Filippov solutions
Hermes, H.↗
Discontinuous vector fields and feedback control
Discontinuous vector field stability and optimal feedback control
VECTOR SPACE↗
Sufficiency in linear time optimal control.
Sufficient conditions for linear time optimal control system on compact real intervals in Euclidean n space
TIME OPTIMAL CONTROL↗
The equivalence and approximation of optimal control problems.
Discontinuities occurring in closed loop optimal control problems when using maximum principle
TIME OPTIMAL CONTROL↗
Controllability for linear and nonlinear systems
Controllability for linear and nonlinear systems
NONLINEAR SYSTEM↗