Keyword: programming: convex
The epi-distance topology: Continuity and stability results with applications to convex optimization problems
Let ¦) (X) denote the proper, lower semicontinuous, convex functions on a...
The relationship between integer and real solutions of constrained convex programming
The authors prove a theorem which gives a bound on the proximity of the real and the...
Application of convex analysis concepts to the numerical solution of elastic-plastic problems by using an internal variable approach
Stepwise holonomic elastic-plastic problems are considered both at the material level...
A practical use of duality in shakedown and limit analysis of structures
The paper examines the use of duality theory in the plastic limit analysis and...
Convergence and boundary behavior of the projective scaling trajectories for linear programming
Monteiro Renato D.C.
The paper analyzes the convergence and boundary behavior of the continuous...
A dual algorithm for finding the minimum-norm point in a polytope
The authors give a dual algorithm for the problem of finding the minimum-norm point in...
Reliability-based plastic synthesis of portal frames
A mathematical programming technique is described which minimizes the total average...
On the convex programming approach to linear programming
For a general linear program in Karmarkar’s standard form, Fang recently...
An upper bound on properly efficient solutions in multiobjective optimization
An upper bound on properly efficient solutions in multiobjective optimization is...
Matrix programming with set-inclusive constraints and objective set
A maxmin problem with decision matrix variable and constraints involving collection of...
Optimality conditions and duality theorems for multiobjective invex programs
Kim Do Sang
The sufficient optimality of the Kuhn-Tucker type and duality relations for single...
Mathematical programming with iterative aggregation
Mathematical models of economic systems often involve aggregation of variables or...
Relaxation methods for monotropic programs
Bertsekas Dimitri P.
The authors propose a dual descent method for the problem of minimizing a convex,...
An optimum link improvement model with a computer algorithm
This paper presents a multimodal network design model with a computer algorithm to...
Flow with convex separable costs: A discretization algorithm
The problem of flow optimization in a network with convex costs can be solved by...
Estimating nonparametric convex functions using gradient data
The estimation and use of nonparametric convex functions has been discussed in the...
A non-linear congestion network model for planning internal movement in the Hajj
A non-linear congestion network model is developed for the Hajj case. The Hajj is one...
Efficiency and generalized convex duality for multiobjective programs
Egudo Richard R.
The concept of efficiency (Pareto optimum) is used to formulate duality for...
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