Learn how to use linear programming, a mathematical tool that can help you optimize your manufacturing processes and reduce costs, by finding the best combination of inputs, outputs, and constraints.

Minimum backbone grid problems compared with selected references. In this paper, we also present a mathematical programming method in which a mixed integer linear programming model for a minimum ...

Learn how linear programming can help address supply chain disruptions in AI by optimizing complex decisions involving multiple variables, constraints, and objectives.

In this paper, we study an optimization problem of minimizing a linear function subject to fuzzy relational inequalities with the addition-min composition. This optimization setting has recently been ...

Introduction and Formulation Optimization problems are closely tied with constraint satisfaction problems. The main difference is that optimization problems introduce a notion of cost we'd like to ...

By focussing on linear plants, by allowing for only a finite number of possible intervals between two subsequent executions of the control task and by taking the extended control Lyapunov function to ...

For some time it has been well known among specialists in mathematical programming that the statistical problem of fitting a linear multiple regression with the criterion of minimizing the sum of ...

In this study we formulate a multi-regional single time period linear goal programming model for agricultural planning in a developing economy. In addition to specifying different levels of input and ...