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Given an undirected graph G = (V; E) with positive edgeweights (lengths) w : E ! !+, a set of terminals (sinks)N ` V , and a unique root node r 2 N , a shortest-pathSteiner arborescence (simply called an arborescence in thefollowing) is a Steiner tree rooted at r spanning all terminalsin N such that every source-to-sink path is a shortestpath in G. Given a triple (G; N;r), the Minimum Shortest-Path Steiner Arborescence (MSPSA) problem seeks anarborescence with minimum weight. The...

Efficient heuristics for the minimum shortest path Steiner arborescence problem with applications to VLSI physical design