Max flow vitality in general and st‐planar graphs
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DOI: 10.1002/net.21878
Abstract: The vitality of an arc/node of a graph with respect to the maximum flow between two fixed nodes s and t is defined as the reduction of the maximum flow caused by the removal of… read more here.
Keywords: vitality; planar graphs; max flow; vitality arcs ... See more keywords
SPLMax: Exploiting the Simple Path Introduced Locality for Maximum Flow Acceleration
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DOI: 10.1109/lcomm.2018.2830786
Abstract: As a basic problem in graph theory, the maximum flow (max-flow) problem has important applications in networking and communication related areas. The simple path introduced locality is implicit in classic max-flow algorithms, i.e., only the… read more here.
Keywords: maximum flow; locality; acceleration; max flow ... See more keywords
Renewable Energy Sharing Among Base Stations as a Min-Cost-Max-Flow Optimization Problem
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DOI: 10.1109/tgcn.2018.2876005
Abstract: Limited work has been done to optimize the power sharing among base stations (BSs) while considering the topology of the cellular network and the distance-dependent power loss (DDPL) in the transmission lines. In this paper,… read more here.
Keywords: power; cost; sharing among; max flow ... See more keywords
Cyclic Continuous Max-Flow: A Third Paradigm in Generating Local Phase Shift Maps in MRI
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DOI: 10.1109/tmi.2017.2766922
Abstract: Sensitivity to phase deviations in MRI forms the basis of a variety of techniques, including magnetic susceptibility weighted imaging and chemical shift imaging. Current phase processing techniques fall into two families: those which process the… read more here.
Keywords: shift; phase; continuous max; max flow ... See more keywords