instituto de matemáticas universidad de sevilla
Antonio de Castro Brzezicki
2OR v ~2OR? (that's the question)
Seminario Doctorado
Actividad del Programa de Doctorado

Having been asked to give an "inspirational" talk to young researchers, and having faced this challenge as a NP-hard problem, I decided to share with the audience a couple of combinatorial optimisation problems that were/are inspirational to me and that make me definitely answer "2OR".  Both problems, one in the area of healthcare and the other in logistics, address social concerns, a potential source of inspiration for many of us. In this talk (that I expect to be as interactive with the audience as possible), I will present the problems and their mathematical models, as well as problem variants. Open research avenues will also be emphasized.  At the end of the talk I hope there are no shifts from "2OR" to "~2OR" within any element in the audience!

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