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    Cover of Distributed Computing Through Combinatorial Topology

    Distributed Computing Through Combinatorial Topology

    Maurice Herlihy, Dmitry Kozlov, Sergio Rajsbaum · 2013

    Systems & OSMathematics
    Open LibraryAmazon
    Stats for nerds
    3recommend
    3mentions
    3people
    2020–2024years
    100% recommend

    Mentions per year

    20202021202220232024

    What Hacker News says

    1. sn9May 2024
      Unrelated, but have you heard of Distributed Computing Through Combinatorial Topology? Seems up your alley.

      Distributed Computing Through Combinatorial Topology: https://www.amazon.com/Distributed-Computing-Through-Combina...

      thread
    2. jalcazarDec 2021
      "A first course in differential equations" by Dennis G. Zill

      "Introduction to Algorithms" by Cormen

      "Distributed Computing Through Combinatorial Topology" by Kozlov, Herlihy & Rajsbaum

      "Practical UNIX programming" by A. Robbins

      thread
    3. iwakuralainFeb 2020
      It may surprise you, but you might consider algebraic topology. See Maurice Herlihy's marvellous little book, Distributed Computing through Combinatorial Topology.

      The idea is that the state of a distributed computation can be represented as a simplicial complex (think "graph" only in higher dimensions), and that steps in a protocol correspond to continuous transformations applied to the complex.

      The result is that significant distributed computing problems get reduced to well-known results from combinatorial topology, and they "just fall out".

      thread

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