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On a game theoretic approach to capacity maximization in wireless networks., and . INFOCOM, page 3029-3037. IEEE, (2011)Near-optimal MIP solutions for preference based self-scheduling., and . Ann. Oper. Res., 239 (1): 273-293 (2016)Maximum MIMO Flow in wireless networks under the SINR model., , and . WiOpt, page 295-302. IEEE, (2014)Closed On-Line Bin Packing., , , , , , , , and . Acta Cybern., 15 (3): 361-367 (2002)Brief announcement: distributed algorithms for throughput performance in wireless networks., , and . PODC, page 89-90. ACM, (2012)Bridging the gap between self schedules and feasible schedules in staff scheduling.. Ann. Oper. Res., 218 (1): 51-69 (2014)Bounded-space online bin cover., and . J. Sched., 12 (5): 461-474 (2009)Extending wireless algorithm design to arbitrary environments via metricity., , , , , and . MSWiM, page 275-284. ACM, (2014)Using Markov Chains To Design Algorithms For Bounded-Space On-Line Bin Cover., and . ALENEX, page 75-85. SIAM, (2006)Measurement Based Interference Models for Wireless Scheduling Algorithms., , , , , , , and . CoRR, (2014)