论文信息 - The effect of assuming the identity as a generator on the length of the matrix algebra - 字舞流文

The effect of assuming the identity as a generator on the length of the matrix algebra

T. Laffey | Helena vSmigoc | O. Markova

[1] A. Guterman,et al. The Algebra of Semimagic Matrices and its Length , 2014 .

[2] A. Guterman,et al. The Algebra of Semimagic Matrices and its Length , 2014, Journal of Mathematical Sciences.

[3] O. Markova. The length function and matrix algebras , 2013 .

[4] Peter Rosenthal,et al. On the lengths of irreducible pairs of complex matrices , 2011 .

[5] W. E. Longstaff,et al. ON THE LENGTHS OF PAIRS OF COMPLEX MATRICES OF SIZE SIX , 2009, Bulletin of the Australian Mathematical Society.

[6] A. Guterman,et al. Commutative matrix subalgebras and length function , 2009 .

[7] Alice C. Niemeyer,et al. On the lengths of pairs of complex matrices of size at most five , 2006 .

[8] W.E Longstaff. Burnside's theorem: irreducible pairs of transformations , 2004 .

[9] D. Constantine,et al. Lengths of finite dimensional representations of PBW algebras , 2003, math/0309403.

[10] Christopher J. Pappacena. An Upper Bound for the Length of a Finite-Dimensional Algebra☆ , 1997 .

[11] Azaria Paz,et al. An application of the Cayley-Hamilton theorem to matrix polynomials in several variables , 1984 .

[12] T. Laffey,et al. Pairs Of Matrices With Quadratic Minimal Polynomials , 1983 .

[13] T. Laffey. Algebras generated by two idempotents , 1981 .

[14] H. Schneider. A Pair of Matrices with Property P , 1955 .