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First Mediterranean Conference on Algorithms, MedAlg 2012, Kibbutz Ein Gedi, Israel, December 3-5, 2012, Proceedings

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The cover of “Design and Analysis of Algorithms” - Open Library.

"Design and Analysis of Algorithms" is published by Springer in Oct 21, 2012 - Berlin, Heidelberg and it has 271 pages.


“Design and Analysis of Algorithms” Metadata:

  • Title: ➤  Design and Analysis of Algorithms
  • Author:
  • Number of Pages: 271
  • Publisher: Springer
  • Publish Date:
  • Publish Location: Berlin, Heidelberg

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  • Format: paperback

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"Design and Analysis of Algorithms" Description:

Open Data:

Intro -- Title -- Preface -- Organization -- Table of Contents -- Detecting Approximate Periodic Patterns -- Introduction -- Paper Contribution -- Preliminaries -- The REPP Intervals Algorithm -- The Algorithm -- The Correctness of the REPP Intervals Algorithm -- The Complexity of the REPP Intervals Algorithm -- Constructing the REPP -- The Construction of the -Active Maximal Intervals List L -- Conclusion and Open Problems -- References -- Graph Expansion Analysis for Communication Costs of Fast Rectangular Matrix Multiplication -- Introduction -- Expansion and Communication -- Fast Rectangular Matrix Multiplication -- Communication Model -- The Communication Costs of Rectangular Matrix Multiplication -- Paper Organization -- Preliminaries -- The Computational Graph -- Edge Expansion -- Matching Sequential Algorithm -- Communication Cost and Edge Expansion -- The Partition Argument -- Edge Expansion and Communication Cost -- Expansion Properties of Fast Rectangular Matrix Multiplication Algorithms -- The Computational Graph for "426830A mt,nt,pt"526930B =qt -- Stretching a Segment -- Disconnected Encoding or Decoding Graphs -- The Communication Costs of Some Rectangular Matrix Multiplication Algorithms -- Bini's Algorithm -- The Hopcroft-Kerr Algorithm -- Discussion and Open Problems -- Limitations of the Lower Bounds -- Parallel Case -- Blackbox Use of Fast Square Matrix Multiplication Algorithms -- References -- Multicast Routing for Energy Minimization Using Speed Scaling -- Introduction -- Notation and Background -- Online Algorithm for Homogeneous Setting -- The Algorithm -- Analysis -- Offline Algorithm for Homogeneous Setting -- Hardness of Approximation Results -- Hardness of s-t Directed Routing with Heterogeneous Functions -- APX-Hardness of Undirected s-t Routing with Heterogeneous Functions -- Open Problems -- References

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