optimal control, nonlinear programming, differential-algebraic equations (DAE), inverse problems, sparse optimization methods

Practical methods for optimal control and estimation using nonlinear programming / John T. Betts. — 2nd ed. p. cm. — (Advances in design and control) Includes bibliographical references and …

Home Advances in Design and Control Practical Methods for Optimal Control Using Nonlinear Programming, Third Edition Description How do you fly an airplane from one point to another …

Solving an optimal control or estimation problem is not easy. Pieces of the puzzle are found scattered throughout many different disciplines. Furthermore, the focus of this book is on …

Solving an optimal control or estimation problem is not easy. Pieces of the puzzle are found scattered throughout many different disciplines. Furthermore, the focus of this book is on …

This book concentrates on numerical methods for solving the optimal control problem. The fundamental principle of all effective numerical optimization methods is to solve a difficult …

Chapter 1 presents background on nonlinear programming (NLP) methods that are applicable to most problems. In this chapter, we will focus on NLP methods that are appropriate for …

Solving an optimal control or estimation problem is not easy. Pieces of the puzzle are found scattered throughout many different disciplines. Furthermore, the focus of this book is on …

However, practical methods for solving optimal control problems require Newton-based iterations with a finite set of variables and constraints. This goal can be achieved by transcribing or …

Solving an optimal control or estimation problem is not easy. Pieces of the puzzle are found scattered throughout many different disciplines. Furthermore, the focus of this book is on …