Distributed Verification and Hardness of Distributed ∗ Approximation Atish Das Sarma †

First Page		Document Content
Date: 2015-05-18 12:16:16 Graph theory Mathematics Computational complexity theory Spanning tree NP-complete problems Dominating set Minimum spanning tree Maximal independent set Matching Travelling salesman problem Shortest path problem Tree		Distributed Verification and Hardness of Distributed ∗ Approximation Atish Das Sarma † Add to Reading List Source URL: www.tik.ee.ethz.ch Download Document from Source Website File Size: 193,47 KB Share Document on Facebook

	Lecture 6 Minimum Spanning Trees In this lecture, we study another classic graph problem from the distributed point of view: minimum spanning tree construction. Definition 6.1 (Minimum Spanning Tree (MST)). Given a simp DocID: 1v5jY - View Document
	Algorithms and Data Structures Winter TermExercises for UnitConsider the Jarnik-Prim algorithm for computing a minimum spanning tree. Convince yourself that it can be implemented with Fibonacci heaps to r DocID: 1sqEk - View Document
	Parallel Processing Letters c World Scientific Publishing Company ⃝ SOME GPU ALGORITHMS FOR GRAPH CONNECTED COMPONENTS AND SPANNING TREE DocID: 1rqFm - View Document
	Programming Techniques S.L. Graham, R.L. Rivest Editors DocID: 1rm4m - View Document
	LNCSEfficient Dynamic Aggregation DocID: 1rjoH - View Document