Renata Mansini
Renata Mansini
Renata Mansini at the EUROYoung workshop in 2022.
Born (1968-08-22) 22 August 1968
NationalityItalian
OccupationProfessor of operations research
Academic background
EducationUniversity of Brescia
Alma materUniversity of Bergamo
ThesisMixed integer linear programming models for financial problems: analysis, algorithms, and computational results (1997)
Academic work
DisciplineApplied mathematics
Sub-disciplineMathematical optimization
Institutions University of Brescia

Renata Mansini (born 22 August 1968) is an Italian applied mathematician, economist, and operations researcher known for her research on problems in mathematical optimization including portfolio optimization and vehicle routing. She is a professor of operations research at the University of Brescia.[1]

Education

Mansini earned a laurea in economics and business from the University of Brescia in 1991–1992, winning a prize from the Associazione Italiana di Studio del Lavoro for the best thesis in applied mathematics. She completed a doctorate in 1996–1997 at the University of Bergamo, with the dissertation Modelli di programmazione lineare mista intera per problemi finanziari: analisi, algoritmi e risultati computazionali [mixed integer linear programming models for financial problems: analysis, algorithms, and computational results].[1]

Book

Mansini is the co-author, with Włodzimierz Ogryczak and M. Grazia Speranza, of the book Linear and Mixed Integer Programming for Portfolio Optimization (EURO Advanced Tutorials on Operational Research, Springer, 2015).[2]

References

  1. 1 2 Curriculum vitae (PDF), retrieved 20 September 2019
  2. Zilinskas, Antanas (February 2017), "Review of Linear and Mixed Integer Programming for Portfolio Optimization", Book Reviews, Interfaces, Institute for Operations Research and the Management Sciences (INFORMS), 47 (1): 108–109, doi:10.1287/inte.2016.0880
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.