Farid Alizadeh
Affiliations: | Graduate School - New Brunswick | Rutgers University, New Brunswick, New Brunswick, NJ, United States |
Area:
Operations Research, StatisticsGoogle:
"Farid Alizadeh"Children
Sign in to add trainee| Gabor Rudolf | grad student | 2009 | Rutgers, New Brunswick |
| David Papp | grad student | 2011 | Rutgers, New Brunswick |
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Publications
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| Papp D, Alizadeh F. (2014) Shape-constrained estimation using nonnegative splines Journal of Computational and Graphical Statistics. 23: 211-231 |
| Papp D, Alizadeh F. (2013) Semidefinite characterization of sum-of-squares cones in algebras Siam Journal On Optimization. 23: 1398-1423 |
| Alizadeh F, Papp D. (2013) Estimating arrival rate of nonhomogeneous Poisson processes with semidefinite programming Annals of Operations Research. 208: 291-308 |
| Alizadeh F, Xia Y. (2011) The Q Method for Symmetric Cone Programming Journal of Optimization Theory and Applications. 149: 102-137 |
| Rudolf G, Noyan N, Papp D, et al. (2011) Bilinear optimality constraints for the cone of positive polynomials Mathematical Programming. 129: 5-31 |
| Xia Y, Alizadeh F. (2008) The Q method for second order cone programming Computers & Operations Research. 35: 1510-1538 |
| Alizadeh F, Eckstein J, Noyan N, et al. (2005) Arrival rate approximation by nonnegative cubic splines 2005 Ieee International Conference On Electro Information Technology. 2005 |
| Schmieta SH, Alizadeh F. (2003) Extension of primal-dual interior point algorithms to symmetric cones Mathematical Programming. 96: 409-438 |
| Alizadeh F, Goldfarb D. (2003) Second-order cone programming Mathematical Programming. 95: 3-51 |
| Schmieta SH, Alizadeh F. (2001) Associative and Jordan Algebras, and Polynomial Time Interior-Point Algorithms for Symmetric Cones Mathematics of Operations Research. 26: 543-564 |