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Method and system for solving a minimum connected dominating set problem using quantum annealing for distance optimization

机译:使用量子退火求解距离优化的最小连通支配集问题的方法和系统

摘要

A method is disclosed for determining a minimum connected dominating set in a graph, the method comprising obtaining an indication of an input graph, the input graph comprising a plurality of nodes and a plurality of edges; generating a distance table comprising for each node of the input graph, an indication of a distance between the given node and each of the other node of the plurality of nodes; generating a corresponding constrained binary quadratic programming problem using the generated distance table; providing the corresponding constrained binary quadratic programming problem to a quantum annealing solver; obtaining at least one approximate solution from the quantum annealing solver; post-processing the at least one approximate solution and providing the post-processed at least one approximate solution.
机译:公开了一种用于确定图中的最小连接支配集合的方法,该方法包括获得输入图的指示,该输入图包括多个节点和多个边缘;以及生成距离表,该距离表包括针对输入图的每个节点的,给定节点与多个节点中的每个其他节点之间的距离的指示;使用生成的距离表生成相应的约束二进制二次规划问题;向量子退火求解器提供相应的约束二进制二次规划问题;从量子退火求解器获得至少一个近似解;对至少一种近似解进行后处理,并提供至少一种近似解。

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