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Minimum power broadcast trees for wireless networks: optimizing using the viability lemma.

, , , , and . ISCAS (1), page 273-276. IEEE, (2002)

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Agreement in presence of noise: pseudogradients on random geometric networks., , and . CDC/ECC, page 6382-6387. IEEE, (2005)r-shrink: a heuristic for improving minimum power broadcast trees in wireless networks., , , , and . GLOBECOM, page 523-527. IEEE, (2003)Minimum power broadcast trees for wireless networks: optimizing using the viability lemma., , , , and . ISCAS (1), page 273-276. IEEE, (2002)MDLT: a polynomial time optimal algorithm for maximization of time-to-first- failure in energy constrained wireless broadcast networks., , , , and . GLOBECOM, page 362-366. IEEE, (2003)The minimum power broadcast problem in wireless networks: a simulated annealing approach., , and . WCNC, page 2057-2062. IEEE, (2005)Optimization models for fixed channel assignment in wireless mesh networks with multiple radios., , , and . SECON, page 463-474. IEEE, (2005)Optimization methods for minimum power multicasting in wireless networks with sectored antennas., , , , and . WCNC, page 1299-1304. IEEE, (2004)Minimum Power Broadcast Trees for Wireless Networks: Integer Programming Formulations.. INFOCOM, page 1001-1010. IEEE Computer Society, (2003)A Rolling Horizon Restoration Framework for Post-disaster Restoration of Electrical Distribution Networks., , , and . CoRR, (2024)Analysis of the Contention Access Phase of a Reservation MAC Protocol for Wide-Area Data Intensive Sensor Networks., , and . GLOBECOM, page 626-630. IEEE, (2007)