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Yayın Generalized characteristic polynomials of a square matrix(Maltepe Üniversitesi, 2009) Shajareh-Poursalavati, NosratollahLet n be a positive integer number and G be a subgroup of the full symmetric group on n letters. Assume that F be a favorite field and c be a function from G to F . We refer the generalized matrix function afforded by G and c, d G c , which is a generalization of the concept of ordinary determinant of n by n matrices. By using d G c , we refer and determine the generalized characteristic polynomials of n by n matrices over a favorite filed F afforded by some permutation groups, which is a generalization of the concept of ordinary characteristic polynomial.