Chapter 6: Richer Representations: Beyond the Normal and Extensive Forms

  • Page number: 162
    • Section number: 6.2.3
    • Date:11/18/11
    • Name:Eugene Vorobeychik
    • Email:eug.vorobey@gmail.com
    • Content:"there exists an linear programming formulation" => a linear programming formulation
  • Page number: 162
    • Section number:6.2.3
    • Date:11/18/11
    • Name:Eugene Vorobeychik
    • Email:eug.vorobey@gmail.com
    • Content:The first paragraph implies that general-sum single-controller stochastic games can be solved in polynomial time. A special case of such games are general-sum finite-action games, for which no poly-time procedure exists. I believe what is meant are zero-sum single-controller games (I believe Filar and Vrieze (1997) offer a linear programming formulation for this case).
  • Page number: 175
    • Section number:6.4.2
    • Date:04/04/2014
    • Name:Haden Hooyeon Lee
    • Email:haden[dot]lee[at]stanford[dot]edu
    • Content:"However, if we run MyopicBestResponse with a = (L, U) ..." => (U, L) just to be consistent with the convention of this book that specifies the row player's action first.

The following errors are fixed in the second printing of the book and online PDF v1.1

  • Page number:
    • Section number:6.4.3
    • Date:7/3/09
    • Name:Kevin Leyton-Brown
    • Content:In the proof of Theorem 6.4.3, "because by construction $u_i(a'_i,a_{-i}) > u_(a_i,a_{-i})$" should read "because by construction $u_i(a'_i,a_{-i}) > u_i(a_i,a_{-i})$". (That is, there's a missing subscripted i after the u following the > sign. The left bracket shouldn't be subscripted.)
  • Page number: 163 (print version)
    • Section number:
    • Page (print version): more conceptually complicated => conceptually more complicated
    • Date: April 27 2009
    • Name:Yoav
    • Email:
    • Content:
-- KevinLeytonBrown - 13 Nov 2008
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Topic revision: r5 - 2014-04-04 - HadenLee
 
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