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Generation of mathematical programming representations for discrete event simulation models of timed petri nets
This work proposes a mathematical programming (MP) representation of discrete event simulation of timed Petri nets (TPN). Currently, mathematical...
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Optimality Conditions in DC-Constrained Mathematical Programming Problems
This paper provides necessary and sufficient optimality conditions for abstract-constrained mathematical programming problems in locally convex...
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A mathematical programming approach for recognizing binet matrices
The development of an efficient and practical method to recognize matrices originating from generalized graphs, in the same way that network matrices...
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On technical debt in mathematical programming: An exploratory study
The Technical Debt (TD) metaphor describes development shortcuts taken for expediency that cause the degradation of internal software quality. It has...
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Robust Mathematical Programming Problems Involving Vanishing Constraints via Strongly Invex Functions
This manuscript demonstrates robust optimality conditions, Wolfe and Mond–Weir type robust dual models for a robust mathematical programming problem...
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On Constraint Qualifications for Mathematical Programming Problems with Vanishing Constraints on Hadamard Manifolds
This article is devoted to the study of mathematical programming problems with vanishing constraints on Hadamard manifolds (in short, MPVC-HM). We...
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Optimality conditions and duality for mathematical programming with equilibrium constraints including multiple interval-valued objective functions on Hadamard manifolds
This paper investigates mathematical programming with equilibrium constraints including multiple interval-valued objective functions on Hadamard...
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Optimality and duality for nonsmooth mathematical programming problems with equilibrium constraints
In this paper, we construct a Wolfe and Mond-Weir types dual problem in terms of contingent epiderivatives for nonsmooth mathematical programming...
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Churn Prediction Using Mathematical Programming via a Linear Classification Algorithm
AbstractThe initial idea in develo** customer churn prediction was to use statistical analysis of a sample of previous customers to help operators...
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Hyper-box Classification Model Using Mathematical Programming
Classification constitutes focal topic of study within the machine learning research community. Interpretable machine learning algorithms have been...
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An efficient fuzzy mathematical approach to solve multi-objective fractional programming problem under fuzzy environment
To tackle the uncertainty in some decision making problems, suitable fuzzy optimization models can be formulated which need simultaneous optimization...
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Linear Integer Programming Model as Mathematical Ware for an Optimal Flow Production Planning System at Operational Scheduling Stage
Abstract—The problem of optimal flow production planning at the operational scheduling stage is being studied, using the example of the...
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Adaptive Subgradient Methods for Mathematical Programming Problems with Quasiconvex Functions
The paper is devoted to subgradient methods with switching between productive and nonproductive steps for problems of minimization of quasiconvex...
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Optimizing the Capital Investment Distribution Based on a Dynamic Mathematical Model
The article considers extremum economic and mathematical dynamic optimization problems of distributing investments between the economy sectors of the...
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Brain Principles Programming
AbstractThe monograph “Strong Artificial Intelligence. On the Approaches to Superintelligence,” referenced by this paper, provides a...
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Mathematical Foundations of Programming
The use of modern digital computers is indispensable for large numerical tasks. In weather forecasting, for example, systems of linear equations with...
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Weighted iterated local branching for mathematical programming problems with binary variables
Local search algorithms are frequently used to handle complex optimization problems involving binary decision variables. One way of implementing a...
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Signomial Geometric Programming Approach to Solve Non-Linear Fractional Programming Problems
In the last few decades, there is a spectacular diversification in the field of mathematical programming. One domain of mathematical programming in...
