Anthony Vannelli

Affiliations: 
University of Waterloo, Waterloo, ON, Canada 
Area:
Electronics and Electrical Engineering, Computer Science
Google:
"Anthony Vannelli"
BETA: Related publications

Publications

You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect.

Ostrowski J, Anjos MF, Vannelli A. (2015) Modified orbital branching for structured symmetry with an application to unit commitment Mathematical Programming. 150: 99-129
Ostrowski J, Anjos MF, Vannelli A. (2012) Tight mixed integer linear programming formulations for the unit commitment problem Ieee Transactions On Power Systems. 27: 39-46
Engau A, Anjos MF, Vannelli A. (2012) On handling cutting planes in interior-point methods for solving semi-definite relaxations of binary quadratic optimization problems Optimization Methods and Software. 27: 539-559
Jankovits I, Luo C, Anjos MF, et al. (2011) A convex optimisation framework for the unequal-areas facility layout problem European Journal of Operational Research. 214: 199-215
Engau A, Anjos MF, Vannelli A. (2010) On interior-point warmstarts for linear and combinatorial optimization Siam Journal On Optimization. 20: 1828-1861
Youssef A, Yang Z, Anis M, et al. (2010) A Power-Efficient Multipin ILP-Based Routing Technique Ieee Transactions On Circuits and Systems. 57: 225-235
Ostrowski J, Anjos MF, Vannelli A. (2010) Tight mixed integer linear programming formulations for generator Self-Scheduling Canadian Conference On Electrical and Computer Engineering
Engau A, Anjos MF, Vannelli A. (2010) An improved interior-point cutting-plane method for binary quadratic optimization Electronic Notes in Discrete Mathematics. 36: 743-750
Saad M, Terlaky T, Vannelli A, et al. (2009) A provably good global routing algorithm in multilayer IC and MCM layout designs Operations Research/ Computer Science Interfaces Series. 47: 443-454
Engau A, Anjos MF, Vannelli A. (2009) A primal-dual slack approach towarmstarting interior-point methods for linear programming Operations Research/ Computer Science Interfaces Series. 47: 195-217
See more...