New York Functional analysis and optimization (1966)
Earlier publications of this series of schools are found under International Spring School of Physics.
Includes bibliographies.
Preface, by E.R. Caianiello. --Linear control systems; controllability, by H.S. Antosiewicz. --Approximation of variational inequations, by J.P. Aubin. --On the state-space theory of nonlinear systems, by A.V. Balakrishnan. --Nonlinear problems posed by decision equations, by E.R. Caianiello. --On a generalization of the bang-bang principle, by C. Castaing. --Some computational aspects of the theory of optimal control, by W. De Backer.
The approximate solution of an unstable physical problem subject to constraints, by J. Douglas, Jr. --Optimal control of diffusion processes, by W.H. Fleming. --Convexity and control theory, by H. Halkin. --Non-well-set problems and the method of quasi reversibility, by R. Lattns. --On some optimization problems for linear parabolic equations, by J.L. Lions. --Controllability and observability, by L. Markus. --Convexity and duality, by J.J. Moreau.
The first non-distributive algebra, with relations to optimization and control theory, by C. Muses. --Suboptimal supervisory control, by A. Straszak.
Keywords: Control theory; Functional analysis; Mathematical optimization