Cyriel Minkenberg, German Rodriguez, et al.
OFC 2016
In the context of eXtended Generalized Fat Tree (XGFT) topologies, widely used in HPC and datacenter network designs, we propose a generic method, based on Integer Linear Programming (ILP), to efficiently determine optimal routes for arbitrary workloads. We propose a novel approach that combines ILP with dynamic programming, effectively reducing the time to solution. Specifically, we divide the network into smaller subdomains optimized using a custom ILP formulation that ensures global optimality of local solutions. Local solutions are then combined into an optimal global solution using dynamic programming. Finally, we demonstrate through a series of extensive benchmarks that our approach scales in practice to networks interconnecting several thousands of nodes, using a single-threaded, freely available linear programming solver on commodity hardware, with the potential for higher scalability by means of commercial, parallel solvers. © 2013 ACM.
Cyriel Minkenberg, German Rodriguez, et al.
OFC 2016
Miloš Panić, German Rodriguez, et al.
RTNS 2013
Jens Hofrichter, O. Raz, et al.
PS 2010
Bogdan Prisacari, German Rodriguez, et al.
IPDPS 2013