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"Algorithms And Computation" was published by Springer in 2012 - Berlin, Heidelberg and it has 1 pages.


“Algorithms And Computation” Metadata:

  • Title: Algorithms And Computation
  • Author:
  • Number of Pages: 1
  • Publisher: Springer
  • Publish Date:
  • Publish Location: Berlin, Heidelberg

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"Algorithms And Computation" Description:

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Intro -- Title page -- Preface -- Organization -- Table of Contents -- Invited Talk I -- Algorithm Engineering for Route Planning- An Update - -- References -- Invited Talk II -- Semidefinite Programming and Approximation Algorithms: A Survey -- References -- Approximation Algorithms I -- The School Bus Problem on Trees -- Introduction -- Our Results -- Related Work -- Preliminaries -- A 4-Approximation to the SBP on Trees -- A 12.5-Approximation to the Uncapacitated SBP-R on Trees -- References -- Improved Approximations for Buy-at-Bulk and Shallow-Light k-Steiner Trees and (k, 2)-Subgraph -- Introduction -- Shallow-Light Steiner Trees -- An O(logn)-Approximation for the (k, 2)-Subgraph Problem -- References -- Improved Approximation Algorithms for Routing Shop Scheduling -- Introduction -- Previous Work -- Our Results and Techniques -- Preliminaries -- Routing Open Shop -- Routing Flow Shop -- References -- Contraction-Based Steiner Tree Approximations in Practice -- Introduction -- History -- Contraction Framework -- Algorithm Engineering -- Experiments -- Conclusions and Thoughts -- References -- Computational Geometry I -- Covering and Piercing Disks with Two Centers -- Introduction -- Intersecting Disks with Two Centers -- Decision Algorithm -- Optimization Algorithm -- Covering Disks with Two Centers -- The General Case -- The Restricted Case -- References -- Generating Realistic Roofs over a Rectilinear Polygon -- Introduction -- Preliminaries -- Properties of Realistic Roofs -- Local Properties of Valleys and Ridges -- Global Structure of Realistic Roofs -- Enumerating Realistic Roofs and Computing Optimal Roofs -- References -- Computing the Visibility Polygon Using Few Variables -- Introduction -- Preliminaries -- An O(n) Algorithm Using O(1) Variables -- An O(n logr) Algorithm Using O(logr) Variables -- Closing Remarks

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