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On Solitaire
  1. A stronger model for peg solitaire, II.
    (2008), pages 1--27.
  2. Extracting informations from the linear entire model of peg solitaire.
    (2008), pages 1--12.
  3. Height functions on a peg solitaire board.
    (2008), pages 1--11.
  4. Joint landscape on a peg solitaire board.
    (2008), pages 1--4.

Towards a page where one can play online
Captures
  1. Description and some problems.
  2. Towards a mathematical model.
Here is a (beginner's) script in javascript that allows one to play.



In order to play, click on the starting square and then on the landing one.

Number of remaining pawns:

History: 

Planik
  1. Description and some problems.
  2. Towards a mathematical model.
Here is the sequel of my javascript attempts, so that one can play online!

In order to play, click on the starting square and, if required, on the landing one.
History:       

Planiket
Here is a simplified version of the above game. The theory is to be written: help is welcome! It seems likely that every position can be brought to the initial one in not more than five moves. Any proof or disproof of this fact will be published here.
In order to play, click on the starting square and, if required, on the landing one. d'arrivée.
History: 

Casse Tete
Here is a variant of the preceding one by using circular permutations.
In order to play,click on the starting square and, if required, on the landing one.
History: 

Square Dance
Here is yet another game with permutations, like the two previous ones, but with no fixed points, which makes the theory rather different!
In order to play, click on the starting square and, if required, on the landing one.
History: