#optimizationongraphs - Twitter Hashtag

over 2 years ago

#8AYW #Day3 #OptimizationOnGraphs Federico Michelotto presents a lower-bound procedure and a heuristic algorithm for the problem of designing survivable telecommunication networks with shared-protection routing robust against single link failures #orms

AIROyoung's tweet photo. #8AYW #Day3 #OptimizationOnGraphs
Federico Michelotto presents a lower-bound procedure and a heuristic algorithm for the problem of designing survivable telecommunication networks with shared-protection routing robust against single link failures #orms https://t.co/FR2APZpqt9

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AIROyoung @AIROyoung

over 2 years ago

#8AYW #Day3 #OptimizationOnGraphs Alberto Boggio Tomasaz presents a Branch-and-Bound for the problem of finding a connected subgraph of minimum weight such that the complementary connected components do not exceed its weight #orms

AIROyoung's tweet photo. #8AYW #Day3 #OptimizationOnGraphs
Alberto Boggio Tomasaz presents a Branch-and-Bound for the problem of finding a connected subgraph of minimum weight such that the complementary connected components do not exceed its weight #orms https://t.co/LR0iXQ6i6q

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AIROyoung @AIROyoung

over 2 years ago

#8AYW #Day3 #OptimizationOnGraphs Alberto Guastalla studies a variant of the Team Orienteering problem with Service Time and Mandatory and Incompatible Nodes, presents two formulations, and develops a Branch-and-Cut #orms

AIROyoung's tweet photo. #8AYW #Day3 #OptimizationOnGraphs
Alberto Guastalla studies a variant of the Team Orienteering problem with Service Time and Mandatory and Incompatible Nodes, presents two formulations, and develops a Branch-and-Cut #orms https://t.co/DCirPhZWUV

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AIROyoung @AIROyoung

over 2 years ago

#8AYW #Day3 #OptimizationOnGraphs Andrea Mancuso presents three formulations for the new Covering Tour Problem with Edge Upgrade to identify the minimum length tour while integrating edge upgrading and budgetary constraints #orms

AIROyoung's tweet photo. #8AYW #Day3 #OptimizationOnGraphs
Andrea Mancuso presents three formulations for the new Covering Tour Problem with Edge Upgrade to identify the minimum length tour while integrating edge upgrading and budgetary constraints #orms https://t.co/LsLOYTsdBj

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