Hidden Structure in the Solutions Set of the N Queens Problem
  Some preliminary results are reported on the equivalence of any n-queens
problem with the roots of a Boolean valued quadratic form via a generic
dimensional reduction scheme. It is then proven that the solutions set is
encoded in the entries of a special matrix. Further examination reveals a
direct association with pointwise Boolean fractal operators applied on certain
integer sequences associated with this matrix suggesting the presence of an
underlying special geometry of the solutions set.
