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The top documents tagged [set of edges]

Deadlocks. Deadlocks The Deadlock Problem System Model Deadlock Characterization Methods for Handling Deadlocks Deadlock Prevention Deadlock Avoidance
Deadlocks. Deadlocks The Deadlock Problem System Model Deadlock Characterization Methods for Handling Deadlocks Deadlock Prevention Deadlock Avoidance
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Chapter 7: Deadlocks Adapted by Donghui Zhang from the original version by Silberschatz et al
Chapter 7: Deadlocks Adapted by Donghui Zhang from the original version by Silberschatz et al
243 views
The Complexity of Sampling Histories Scott Aaronson, UC Berkeley aaronson August 5, 2003
The Complexity of Sampling Histories Scott Aaronson, UC Berkeley aaronson August 5, 2003
229 views
1 Approximability Results for Induced Matchings in Graphs David Manlove University of Glasgow Joint work with Billy Duckworth Michele Zito Macquarie University
1 Approximability Results for Induced Matchings in Graphs David Manlove University of Glasgow Joint work with Billy Duckworth Michele Zito Macquarie University
220 views
Chapter 14 Software Testing Techniques - Testing fundamentals - White-box testing - Black-box testing - Object-oriented testing methods (Source: Pressman,
Chapter 14 Software Testing Techniques - Testing fundamentals - White-box testing - Black-box testing - Object-oriented testing methods (Source: Pressman,
558 views
CSE 221: Algorithms and Data Structures Lecture #9 Graphs (with no Axes to Grind) Steve Wolfman 2011W2 1
CSE 221: Algorithms and Data Structures Lecture #9 Graphs (with no Axes to Grind) Steve Wolfman 2011W2 1
216 views
CS 253: Algorithms Chapter 23 Minimum Spanning Tree Credit: Dr. George Bebis
CS 253: Algorithms Chapter 23 Minimum Spanning Tree Credit: Dr. George Bebis
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Compressing Forwarding Tables Ori Rottenstreich (Technion, Israel) Joint work with Marat Radan, Yuval Cassuto, Isaac Keslassy (Technion, Israel) Carmi
Compressing Forwarding Tables Ori Rottenstreich (Technion, Israel) Joint work with Marat Radan, Yuval Cassuto, Isaac Keslassy (Technion, Israel) Carmi
216 views
Topology in Distributed Computing: A Primer 1 / 16 Sergey Velder SPbSU ITMO
Topology in Distributed Computing: A Primer 1 / 16 Sergey Velder SPbSU ITMO
217 views
Lecture 7. Network Flows We consider a network with directed edges. Every edge has a capacity. If there is an edge from i to j, there is an edge from
Lecture 7. Network Flows We consider a network with directed edges. Every edge has a capacity. If there is an edge from i to j, there is an edge from
215 views
The Traveling Salesman Problem in Theory & Practice Lecture 10: The Cutting Plane and Branch-and-Bound Approaches to TSP Optimization 1 April 2014 David
The Traveling Salesman Problem in Theory & Practice Lecture 10: The Cutting Plane and Branch-and-Bound Approaches to TSP Optimization 1 April 2014 David
215 views
Problem solving with graph search. Graphs G = (V, E) V is a set of vertices, {v 1, …, v N } E is a set of edges between vertices, {e 1, …, e M } Each
Problem solving with graph search. Graphs G = (V, E) V is a set of vertices, {v 1, …, v N } E is a set of edges between vertices, {e 1, …, e M } Each
212 views