The challenge: Formalizing and solving industry-relevant optimization problems
In the context of industrial production, there are a variety of optimization problems that can be solved with the help of established solvers. Examples include process parameter optimization, cost-optimized sequence planning, route optimization, resource planning, packing problems, and various problems in the areas of process control and warehouse management. The prerequisite for using mathematical solvers to solve such optimization problems is a formal mathematical representation of the planning processes in the company and a reduction of the calculation problem to a standard problem such as integer linear programming (ILP). However, the description of planning scenarios as calculation problems, with a clearly defined input and a question, is rarely available. Rather, it is the case that the operational processes are available in the form of expert knowledge among specialists. In consultation with optimization experts, it is often possible to identify the calculation problems behind the operational processes. This identification usually takes place in the form of dialogues in which constraints and optimization goals are defined jointly. Furthermore, in these dialogues, the practical feasibility of the modeling is evaluated and iteratively adjusted for sample instances.
Industrial Automation branch INA