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This work (in two parts), Lecture Notes in Economics and Mathe­ matical Systems, Volume 105 and 106, constitutes the Proceedings of the Fourteenth Biennual Seminar of the Canadian Mathematical Congress, which was held from August 12 to August 25, 1973 at the University of Western Ontario, London, Ontario. The Canadian Mathematical Congress has held Biennual Seminars since 19~7, and these have covered a wide range of topics. The Seminar reported in this publication was concerned with "Optimal Control Theory and its Applications", a subject chosen for its active ~rowth and its wide implications for other fields. Both these aspects are exemplified in these Proceedings. Some lectures provided excellent surveys of particular fields whereas others concentrated on the presentation of new results. There were six distinguished Principal Lecturers: H.T. Banks, A.R. Dobell, H. Halkin, J.L. Lions, R.M. Thrall and W.M. Wonham, all of whom gave five to ten lectures during the two weeks of the Seminar. Except for Dr. Dobell's, these will all be found in Volume 105. Besides the Principal Lecturers there were three Guest Lecturers: M.C. Delfour, V. Jurdjevic and S.P. Sethi, who presented substantial bodies of material in two or three lectures and which are included in Volume 106. Many of the participants also spoke and reports of ~0st of these have also been included (Volume 106).








Content:
Front Matter....Pages I-VI
Applications of the Fredholm Alternative to Controllability of Functional Differential Equations....Pages 1-23
Convergence of Projection Series for Functional Differential Equations with Applications to Control Theory....Pages 24-51
The Candide Model....Pages 52-59
Optimal Control Theory and Renewable Resource Management....Pages 60-69
Necessary Conditions for Nonsmooth Variational Problems....Pages 70-91
Linear Hereditary Differential Systems and their Control....Pages 92-154
On Finding Solutions which Dominate Equilibrium Solutions to some N-Person Differential Games....Pages 155-167
An Approximate Convolution Equation of a Given Response....Pages 168-196
On Reachable Sets....Pages 197-218
Attainable Sets and Controllability; A Geometric Approach....Pages 219-251
The Quadratic Criterion Problem for Systems Governed by Retarded Functional Differential Equations and a Modal Analysis Approximation Procedure....Pages 252-284
Cheap Control, Singular Arcs, and Singular Perturbations....Pages 285-295
Optimal Control Problems with a Convex and Compact Control Region....Pages 296-300
Optimal Control Problems in Advertising....Pages 301-337
An Application Of The Maximum Principle to a Heterogeneous Labor Model with Retarded Controls....Pages 338-384
Remarks on some Basic Concepts of Optimal Control....Pages 385-398
Back Matter....Pages 399-411



Content:
Front Matter....Pages I-VI
Applications of the Fredholm Alternative to Controllability of Functional Differential Equations....Pages 1-23
Convergence of Projection Series for Functional Differential Equations with Applications to Control Theory....Pages 24-51
The Candide Model....Pages 52-59
Optimal Control Theory and Renewable Resource Management....Pages 60-69
Necessary Conditions for Nonsmooth Variational Problems....Pages 70-91
Linear Hereditary Differential Systems and their Control....Pages 92-154
On Finding Solutions which Dominate Equilibrium Solutions to some N-Person Differential Games....Pages 155-167
An Approximate Convolution Equation of a Given Response....Pages 168-196
On Reachable Sets....Pages 197-218
Attainable Sets and Controllability; A Geometric Approach....Pages 219-251
The Quadratic Criterion Problem for Systems Governed by Retarded Functional Differential Equations and a Modal Analysis Approximation Procedure....Pages 252-284
Cheap Control, Singular Arcs, and Singular Perturbations....Pages 285-295
Optimal Control Problems with a Convex and Compact Control Region....Pages 296-300
Optimal Control Problems in Advertising....Pages 301-337
An Application Of The Maximum Principle to a Heterogeneous Labor Model with Retarded Controls....Pages 338-384
Remarks on some Basic Concepts of Optimal Control....Pages 385-398
Back Matter....Pages 399-411
....
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