TitleOptimization and Operations Research [electronic resource] : Proceedings of a Workshop Held at the University of Bonn, October 2-8, 1977 / edited by Rudolf Henn, Bernhard Korte, Werner Oettli
ImprintBerlin, Heidelberg : Springer Berlin Heidelberg, 1978
Connect tohttp://dx.doi.org/10.1007/978-3-642-95322-4
Descript VI, 274 p. online resource

CONTENT

The theorem of Minkowski for polyhedral monoids and aggregated linear diophantine systems -- Integer rounding and polyhedral decomposition for totally unimodular systems -- Measure extensions according to a given function -- On parametric linear optimization -- On the complexity of clustering problems -- The solution of algebraic assignment and transportation problems -- Application of optimization methods to the solution of operator equations -- A note on directional differentiability of flow network equilibria with respect to a parameter -- On solving symmetric assignment and perfect matching problems with algebraic objectives -- Generating maximum members of independence systems -- Remarks on stochastic aspects on graphs -- On the symmetric travelling salesman problem: Theory and computation -- On the existence and approximation of solutions of pseudomonotone variational inequalities -- Minimum norm solutions of convex programs -- Oracle-algorithms for fixed-point problems โ an axiomatic approach -- The general solution of a classical stochastic inventory problem and its generalization -- On the computational complexity of integer programming problems -- On stability of convex operators -- Differentiable perturbations of infinite optimization problems -- Matroids on the edge sets of directed graphs -- A discrete time maximum principle in a stochastic case -- A class of stationary EOQ problems and learning effects -- Optimal control for a class of integral equations -- On the M/G/1-queue with controlled service rate -- Multiterminal network flow and connectivity in unsymmetrical networks -- Augmented penalty function technique for optimal control problems -- Optimality conditions for the programming problem in infinite dimensions


SUBJECT

  1. Mathematics
  2. Operations research
  3. Decision making
  4. Application software
  5. Operator theory
  6. Mathematics
  7. Mathematics
  8. general
  9. Operation Research/Decision Theory
  10. Operator Theory
  11. Computer Applications