Albion College
Mathematics and Computer Science
Random Chess: Piece Strength; End Games; and Large Sparse Eigenvalue Problems.
Allan Struthers


Mathematical Sciences

Michigan Technological University

Chess books all include an assessment of the relative strength of pieces and a detailed analysis of various end game situations. Modern computer algebra systems make it easy to build transition matrices for random walks by various pieces on chess boards. The eigenvectors of these large sparse matrices quantify piece strength and provide interesting end-game information. The talk will provide all necessary background in both Chess and Linear Algebra.
3:30 PM
All are welcome!
Palenske 227
November 5, 2015