buzzmath Messages 108 Reaction score 0 Thread starter Mar 13, 2006 #1 If C is an m x n chessboard with m<=n. For a 0<=k<=m how many ways can we arrange k nonattacking rooks? and what is the rook polynomial r(C,k)? Last edited: Mar 13, 2006
If C is an m x n chessboard with m<=n. For a 0<=k<=m how many ways can we arrange k nonattacking rooks? and what is the rook polynomial r(C,k)?
benorin Science Advisor Insights Author Messages 1,442 Reaction score 191 Mar 14, 2006 #2 See: the Rook Polynomials page at mathworld.