Phillip H. Schmidt

An Algorithm for Piecewise-Linear Approximation of an Implicitly Defined Manifold

A simplicial method is used to approximate the solution manifold to a system of nonlinear equations,

Decentralized Hierarchical Partitioning of Centralized Integrated Controllers

H(x) = \theta

Piecewise Linear Approximation of Solution Manifolds for Nonlinear Systems of Equations

, where

A parameter optimization approach to controller partitioning for integrated flight/propulsion control application

H:\mathbb{R}^{N + K} \to \mathbb{R}^N

Computing volumes of polyhedra

The method begins at a point

Application of controller partitioning optimization procedure to integrated flight/propulsion control design for a STOVL aircraft

x_0

Partitioning Methods for Global Controllers

in the solution set where the derivative

Decentralized hierarchical partitioning of centralized integrated controllers. [for flight propulsion in STOVLs

DH(x_0 )

A Method for Partitioning Centralized Controllers

is of full rank. Given any

Simulation, mathematical modeling and optimization in industrial design: When and how to apply it?

\varepsilon > 0