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"mixed integer programming" is a correct and commonly used phrase in written English.
It refers to a mathematical optimization technique that involves both continuous (real-valued) variables and discrete (integer) variables. Example: "The company used mixed integer programming to find the most efficient production schedule for their new line of products, taking into account varying production costs and demand levels."
Exact(48)
A mixed integer programming model is established.
Two mixed integer programming formulations are presented and compared.
Several mixed integer programming models and valid inequalities are presented.
We formulate this problem as a mixed integer programming model.
Namely, a mixed integer programming model, two quadratic mixed integer programming models, and two constraint programming models are developed.
16th Mixed Integer Programming Workshop, July 15-18, 2019, Cambridge, MA.
Similar(12)
Brooks, J.P. & Lee, E.K. Analysis of the consistency of a mixed integer programming-based multi-category constrained discriminant model.
Two mixed-integer programming models are proposed.
A mixed-integer programming model is established for this problem.
A mixed-integer programming formulation is proposed for the problem.
A mixed-integer programming formulation of this problem is presented.
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