BLIS swMATH ID: 6319 Software Authors: Ted Ralphs Description: The BiCePS Linear Integer Solver (BLIS) is built on top of BiCePS and is a concretization of this library in which the relaxation method used is linear programming. BLIS is implemented with largely the same philosophy as SYMPHONY, but is written in C++ so that the user need only derive a few classes and override the appropriate methods in order to develop a state-of-the-art parallel algorithm for a particular problem-setting. BLIS will eventually have largely the same user interface as COIN/BCP, a previously developed C++ library similar to SYMPHONY. BLIS is also available open source through the COIN-OR CVS repository. Homepage: http://coral.ie.lehigh.edu/~ted/software/#BLIS Keywords: BiCePS Linear Integer Solver Related Software: BiCePS; ALPS; CHiPPS; SYMPHONY; PICO; BLAS; LAPACK; MIPLIB; PEBBL; MKL; BLIS; GitHub; CPLEX; MIPLIB2003; ParaSCIP; FiberSCIP; UG; SCIP; PLASMA; MAGMA Cited in: 13 Publications Standard Articles 1 Publication describing the Software, including 1 Publication in zbMATH Year A library hierarchy for implementing scalable parallel search algorithms. Zbl 1062.90039Ralphs, T. K.; Ládanyi, L.; Saltzman, M. J. 2004 all top 5 Cited by 30 Authors 3 Ralphs, Ted K. 2 Ladanyi, Laszlo 2 Saltzman, Matthew J. 2 Smith, Tyler M. 2 Van Zee, Field Garritt 1 Bentes, Cristiana 1 Crainic, Teodor Gabriel 1 DeNegre, Scott T. 1 Drummond, Lúcia M. A. 1 Eckstein, Jonathan 1 Farias, Ricardo L. S. 1 Hart, William E. 1 Heinz, Stefan 1 Igual, Francisco D. 1 Low, Tze Meng 1 Michel, Laurent 1 Ochi, Luiz Satoru 1 Phillips, Cynthia A. 1 Quintana-Ortí, Enrique S. 1 See, Andrew 1 Shinano, Yuji 1 Subramanian, Anand Prabhu 1 Tahernejad, Sahar 1 van de Geijn, Robert Alexander 1 Van Hentenryck, Pascal 1 Vigerske, Stefan 1 Wehrung, Friedrich 1 Willenbring, James M. 1 Winkler, Michael 1 Xu, Yan Cited in 5 Serials 4 ACM Transactions on Mathematical Software 2 Computers & Operations Research 2 INFORMS Journal on Computing 2 Mathematical Programming Computation 1 The Journal of Supercomputing Cited in 5 Fields 8 Operations research, mathematical programming (90-XX) 5 Numerical analysis (65-XX) 3 Computer science (68-XX) 1 Measure and integration (28-XX) 1 Geometry (51-XX) Citations by Year