Diego Morán

Diego Morán

Ph.D in Operations Research
Profesor Hora
ESCUELA DE NEGOCIOS
CHILE
Stgo, C, 537
Email: [email protected]
Twitter: Saber +

Diego Morán

Ph.D in Operations Research
  • Ph.D in Operations Research, Georgia Institute of Technology, Estados Unidos, 2014.
  • Master of Science in Operations Management, Universidad de Chile, 2009.
  • Ingeniero Civil Matemático, Universidad de Chile, 2009.

Se incorporó a la Escuela de Negocios UAI en mayo de 2016 como Profesor Asistente en el área de Operaciones.

Entre 2014 y 2016, se desempeñó como profesor asistente en el Grado Department of Industrial and Systems Engineering en Virginia Polytechnic Institute and State University (Virginia Tech).

Su principal área de investigación es la optimización, en particular la programación entera-mixta, incluyendo sus aspectos teóricos y sus aplicaciones a problemas relevantes de ingeniería y negocios.

Lattice closures of polyhedra</>

Dash, S., Günlük, O. & Morán R, D., may. 2020, In: Mathematical Programming, 181, 1, p. 119-147.

On subadditive duality for conic mixed-integer programs∗ </>

Kocuk, B. & Morán, D., 2019, In: SIAM Journal on Optimization, 29, 3, p. 2320-2336.

On the polyhedrality of closures of multibranch split sets and other polyhedra with bounded max-facet-width</>

Dash, S., Günlük, O. & Morán R., D., 2017, In: SIAM Journal on Optimization, 27, 3, p. 1340-1341.

On the polyhedrality of cross and quadrilateral closures</>

Dash, S., Günlük, O. & Morán R, D., nov. 2016, In: Mathematical Programming, 160, 1-2, p. 245-270.

Closedness of integer hulls of simple conic sets</>

Moránr, D. & Dey, S., 2016, In: SIAM Journal on Discrete Mathematics, 30, 1, p. 70-99.

Some properties of convex hulls of integer points contained in general convex sets</>

Dey, S. & Morán R., D., oct. 2013, In: Mathematical Programming, 141, 1-2, p. 507-526.

Mathematical models for optimizing production chain planning in salmon farming</>

Bravo, F., Durán, G., Lucena, A., Marenco, J., Morán, D. & Weintraub, A., sep. 2013, In: International Transactions in Operational Research, 20, 5, p. 731-766.

On some generalizations of the split closure</>

Dash, S., Günlük, O. & Ramirez, D., 2013.

A polynomial-time algorithm to check closedness of simple second order mixed-integer sets</>

Morán Ramírez, D. & Dey, S., 2013.

A strong dual for conic mixed-integer programs</>

Morán R., D., Dey, S. & Vielma, J., 2012, In: SIAM Journal on Optimization, 22, 3, p. 1136-1150.

On maximal S-free convex sets*</>

Morán R., D. & Dey, S., 2011, In: SIAM Journal on Discrete Mathematics, 25, 1, p. 379-393.