This is a rather large project and it is about including concepts from Modelling in the ontology. I am not 100% sure if they even belong but we can discuss that. Here is an initial list of terms missing:
Terms describing and defining Modelling methods
Linear Program /Linear Programming
Mixed Integer Program / Mixed Integer Programming
Deterministic
Stochastic
Granularity
Miopic
Perfect Foresight
Rolling Horizon
Path Optimization
Modelling to Generate Alternatives
Unit commitment
Discrete expansion
Pareto optimization
... Probably many more
Most of these concepts can be associated to some kind of canonical mathematical form. The general question is if we can use the Ontology to describe these mathematical concepts or if we need a complementary ontology.
Ideas of solution
Develop a paper around this -> Help wanted.
The general output is a descriptive model that allows describing math with the expresivity of the OEO. Follow-up paper of my submission to FOIS 2023.
Workflow checklist
[ ] I discussed the issue with someone else than me before working on a solution
[ ] I already read the latest version of the workflow for this repository
At least we already have deterministic and stochastic. However, these are currently classified as uncertainty approach which itself is a model descriptor. (Related to #1886)
Description of the issue
This is a rather large project and it is about including concepts from Modelling in the ontology. I am not 100% sure if they even belong but we can discuss that. Here is an initial list of terms missing:
Terms describing and defining Modelling methods
Most of these concepts can be associated to some kind of canonical mathematical form. The general question is if we can use the Ontology to describe these mathematical concepts or if we need a complementary ontology.
Ideas of solution
Develop a paper around this -> Help wanted. The general output is a descriptive model that allows describing math with the expresivity of the OEO. Follow-up paper of my submission to FOIS 2023.
Workflow checklist
I am aware that