Infinite Programming : Proceedings of an International Symposium on Infinite Dimensional Linear Programming Churchill College, Cambridge, United Kingdom, September 7-10, 1984
edited by Edward J. Anderson, Andrew B. Philpott
Openness, closedness and duality in Banach spaces with applications to continuous linear programming -- Conditions for the closedness of the characteristic cone associated with an infinite linear system -- Symmetric duality: a prelude -- Algebraic fundamentals of linear programming -- On regular semi-infinite optimization -- Semi-infinite programming and continuum physics -- On the computation of membrane-eigenvalues by semi-infinite programming methods -- Lagrangian methods for semi-infinite programming problems -- A new primal algorithm for semi-infinite linear programming -- Extreme points and purification algorithms in general linear programming -- Network programming in continuous time with node storage -- The theorem of Gale for infinite networks and applications -- Nonlinear optimal control problems as infinite-dimensional linear programming problems -- Continuity and asymptotic behaviour of the marginal function in optimal control -- Alternative theorems for general complementarity problems -- Nonsmooth analysis and optimization for a class of nonconvex mappings -- Minimum norm problems in normed vector lattices -- Stochastic nonsmooth analysis and optimization in Banach spaces -- Titles and authors of other papers presented at the symposium.
