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The AGT Blogosphere

March 16, 2009 by algorithmicgametheory

The theoretical computer science community has a pretty active blogosphere that indeed “carries a conversation” for the field.  Lance Fortnow’s Computational Complexity blog (now co-written by Bill Gasarch) has been running since 2002.  Luca Trevisan’s blog is focused on complexity, Scott Aaronson’s on quantum computation, Michael Mitzenmacher’s is general, Richard Lipton’s has an historical point of view, and they all, as well as a few others, are really interacting with each other to a level that gives a feeling of a community [Added after a well desrved snark at me:  Suresh Venkatasubramanian‘s (and a few other) focuses on computational geometry, and Mihai Pătraşcu‘s on data structures.]  I think that this mode of community-building is good for science and we are yet exploring the possibilities.  (In this vein, it’s hard not to mention the recent spectacular polymath project on Gowers’s blog.)

Part of the motivation for this blog is a desire for the creation of a similar community for algorithmic game theory.  Some blogs in this community do exist: Muthu’s, Paul Goldberg’s, and David Penock’s is also related.  Lance also writes on AGT stuff in his complexity blog.  A community is in the making and I want to be part of it.

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Posted in Uncategorized | Tagged Academia 2.0, blogosphere | 3 Comments

3 Responses

  1. on March 22, 2009 at 1:10 pm Haris

    Interesting blog! I’ll look out for new entries. There are some other relevant blogs.

    Alvin Roth has a blog on market design
    http://marketdesigner.blogspot.com/

    and Aaron Roth has one on CS theory and game theory:
    http://aaronsadventures.blogspot.com/


  2. on March 23, 2009 at 10:33 pm algorithmicgametheory

    Thanks for the links.


  3. on April 12, 2009 at 9:15 pm Academic Blog Communities « Algorithmic Game Theory

    […] related philosophical and sociological musings.  Theoretical CS is certainly one such field (as I mentioned in  aprevious post).  Math (or at least some sub-areas in it) seem to have something similar (e.g. Tao, Gowers, […]



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