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Explain Jacoby paradox

Posted By: Ray Kershaw
Date: Sunday, 9 December 2012, at 9:49 p.m.

In Response To: Explain Jacoby paradox (leobueno)

There are 5 Jacoby Paradox positions. You can see all of them and the full calculations for redouble versus no redouble in my book Backgammon Funfair, www.backgammonfunfair.com

Messages In This Thread

• Explain Jacoby paradox
  leobueno -- Saturday, 8 December 2012, at 11:50 a.m.
  • Explain Jacoby paradox
    David Startin -- Saturday, 8 December 2012, at 2:36 p.m.
  • Explain Jacoby paradox
    Casper van der Tak -- Saturday, 8 December 2012, at 3:21 p.m.
    • Explain Jacoby paradox
      Chuck Bower -- Sunday, 9 December 2012, at 2:28 a.m.
  • The Jacobs Paradox is far more interesting
    Phil Simborg -- Saturday, 8 December 2012, at 5:34 p.m.
    • The Jacobs Paradox is far more interesting
      Strato -- Saturday, 8 December 2012, at 7:43 p.m.
    • The Jacobs Paradox is far more interesting
      Jake Jacobs -- Sunday, 9 December 2012, at 3:52 a.m.
      • Jacobs's version of the Jacobs Paradox is far more interesting
        Timothy Chow -- Sunday, 9 December 2012, at 4:34 a.m.
      • The Jacobs Paradox is far more interesting
        Phil Simborg -- Sunday, 9 December 2012, at 10:23 p.m.
  • Explain Jacoby paradox
    Tom Keith -- Saturday, 8 December 2012, at 8:05 p.m.
    • Explain Jacoby paradox
      Daniel Murphy -- Sunday, 9 December 2012, at 3:42 a.m.
      • Explain Jacoby paradox
        christian munk-christensen -- Sunday, 9 December 2012, at 11:35 a.m.
        • Explain Jacoby paradox
          Daniel Murphy -- Sunday, 9 December 2012, at 3:59 p.m.
  • Explain Jacoby paradox
    Ray Kershaw -- Sunday, 9 December 2012, at 9:49 p.m.
  • Explain Jacoby paradox
    ah_clem -- Monday, 10 December 2012, at 3:06 p.m.