Stuart E. Dreyfus

Control Problems with Linear Dynamics, Quadratic Criterion, and Linear Terminal Constraints.

1966
A geometric derivation of transversality and corner conditions of the calculus of variations via dynamic programming

1966
On the dynamic programming treatment of discrete-time variational problems.

1966
Dynamic Programming and the Calculus of Variations

1965
Dynamic Programming and Hamilton-Jacobi Theory.

1964
A dynamic programming approach to the nonparametric problem in the calculus of variations

1964
Some Aspects of the Relationship of Dynamic Programming to the Calculus of Variations.

1964
Dynamic programming and the Jacobi condition of the calculus of variations

1963
The Equivalence of Some Necessary Conditions for Optimal Control in Problems with Bounded State Variables.

1963
An Optimal Linear Feedback Guidance Scheme

1963
Some Applications of Polynomial Approximation to Dynamic Programming

1963
Some Types of Optimal Control of Stochastic Systems.

1963
Variational Problems with State Variable Inequality Constraints

1963
Applied Dynamic Programming

1962
Applications of dynamic programming to space guidance, satellites, and trajectories.

1961
A new approach to the duality theory of mathematical programming.

1961
The numerical solution of variational problems.

1961
Variational problems with inequality constraints.

1961
The analysis and solution of optimum trajectory problems.

1960
Dynamic programming and the calculus of variations.

1960
An application of dynamic programming to the determination of optimal satellite trajectories.

1959
Functional Approximations and Dynamic Programming

1959
On the Computational Solution of Dynamic-Programming Processes-XIV: Missile-Allocation Problems

1959
Dynamic-programming algorithms and formulations.

1958
Dynamic programming: methods and application.

1958
Introduction to dynamic programming.

1958
On the computational solution of dynamic-programming processes--VII: radar nets.

1958
On the Computational Solution of Dynamic-Programming Processes — XV: An Industrial Replacement Process

1958
Application of Dynamic Programming to the Airplane Minimum Time-to-Climb Problem.

1957
Computational Solutions of Dynamic-Programming Processes — VI : On the Optimal-Trajectory Problem

1957
Dynamic programming and the reliability of multicomponent devices.

1957
Dynamic programming solution of allocation problems.

1957
A generalized equipment replacement study.

1957
A note on an industrial replacement process.

1957
On the computational solution of dynamic-programming processes—I: On a tactical air-warfare model of Mengel

1957
On the computational solution of dynamic-programming processes—IX: A multistage logistic-procurement model

1957
On the computational solution of dynamic programming processes—VIII: A bottleneck situation involving interdependent industries

1957
On the computational solution of dynamic-programming processes—VIII: A bottleneck situation involving interdependent industries

1957
On the computational solution of dynamic-programming processes--X: the flyaway-kit problem.

1957
On the formulation of dynamic-programming problems--I.

1957
An Analytic Solution of the Warehouse Problem.

1956
Application of Dynamic Programming to the Airplane Minimum Time-to-Climb Problem

1956
A Comparison of Linear Programming and Dynamic Programming

1956
Computational Aspects of Dynamic Programming.

1956
On the computational solution of dynamic-programming processes—I: On a tactical air-warfare model of Mengel

1956
On the computational solution of dynamic-programming processes--II: on a cargo-loading problem.

1956

Federally Funded Research Divisions

Social and Economic Policy Divisions

International

Stuart E. Dreyfus

Control Problems with Linear Dynamics, Quadratic Criterion, and Linear Terminal Constraints.

A geometric derivation of transversality and corner conditions of the calculus of variations via dynamic programming

On the dynamic programming treatment of discrete-time variational problems.

Dynamic Programming and the Calculus of Variations

Dynamic Programming and Hamilton-Jacobi Theory.

A dynamic programming approach to the nonparametric problem in the calculus of variations

Some Aspects of the Relationship of Dynamic Programming to the Calculus of Variations.

Dynamic programming and the Jacobi condition of the calculus of variations

The Equivalence of Some Necessary Conditions for Optimal Control in Problems with Bounded State Variables.

An Optimal Linear Feedback Guidance Scheme

Some Applications of Polynomial Approximation to Dynamic Programming

Some Types of Optimal Control of Stochastic Systems.

Variational Problems with State Variable Inequality Constraints

Applied Dynamic Programming

Applications of dynamic programming to space guidance, satellites, and trajectories.

A new approach to the duality theory of mathematical programming.

The numerical solution of variational problems.

Variational problems with inequality constraints.

The analysis and solution of optimum trajectory problems.

Dynamic programming and the calculus of variations.

An application of dynamic programming to the determination of optimal satellite trajectories.

Functional Approximations and Dynamic Programming

On the Computational Solution of Dynamic-Programming Processes-XIV: Missile-Allocation Problems

Dynamic-programming algorithms and formulations.

Dynamic programming: methods and application.

Introduction to dynamic programming.

On the computational solution of dynamic-programming processes--VII: radar nets.

On the Computational Solution of Dynamic-Programming Processes — XV: An Industrial Replacement Process

Application of Dynamic Programming to the Airplane Minimum Time-to-Climb Problem.

Computational Solutions of Dynamic-Programming Processes — VI : On the Optimal-Trajectory Problem

Dynamic programming and the reliability of multicomponent devices.

Dynamic programming solution of allocation problems.

A generalized equipment replacement study.

A note on an industrial replacement process.

On the computational solution of dynamic-programming processes—I: On a tactical air-warfare model of Mengel

On the computational solution of dynamic-programming processes—IX: A multistage logistic-procurement model

On the computational solution of dynamic programming processes—VIII: A bottleneck situation involving interdependent industries

On the computational solution of dynamic-programming processes—VIII: A bottleneck situation involving interdependent industries

On the computational solution of dynamic-programming processes--X: the flyaway-kit problem.

On the formulation of dynamic-programming problems--I.

An Analytic Solution of the Warehouse Problem.

Application of Dynamic Programming to the Airplane Minimum Time-to-Climb Problem

A Comparison of Linear Programming and Dynamic Programming

Computational Aspects of Dynamic Programming.

On the computational solution of dynamic-programming processes—I: On a tactical air-warfare model of Mengel

On the computational solution of dynamic-programming processes--II: on a cargo-loading problem.