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By fixing k and θ, the problem in Equation 2 is solved by minimum cut algorithm (graph cut algorithm).

To this end, the authors computed atom mappings for a set of reactions using a minimum cut algorithm.

This step models the anchor graph as a flow network and uses a maximum flow, minimum cut algorithm (Ford and Fulkerson, 1956) to find bottlenecks in the graph that are used to partition connected components that violate criteria for LCBs.

The cutting procedure interprets the anchor graph as a flow network and a maximum flow, minimum cut algorithm is used to trim edges from the graph to define LCBs (Fig. 3c).

Gusev et al. (2011) proposed a method DASH that identifies pairwise IBD tracts using GERMLINE first and then conducts an iterative minimum cut algorithm to identify densely connected components as IBD clusters.

Similar(55)

Unlike most minimum cut algorithms which rely on flow computations in a network, ours is a non-flow-based algorithm.

RETURN (G ′ ) MINIMUM-VERTEX-CUT in a hypergraph can be computed using the minimum vertex cut algorithm for simple graphs: each hyperedge corresponds to a clique in the simple graph.

This paper describes the implementation of a minimum cut network flow algorithm for the optimal production phase and ultimate pit limit design under commodity price or market uncertainty.

Vertex cut on a simple graph can be implemented with 2 n−2 calls to the standard s t vertex cut algorithm (based on minimum s t edge cut).

The max flow algorithm cleverly transfers the minimum cut problem into a max flow problem, with low computational complexity.

The Stoer-Wagner method [31] is an efficient algorithm for seeking global minimum cut in an undirected graph G = (V, E).

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