A. Markov. Theory of Algorithms, Academy of Sciences of the USSR, Moscow, 1954. 59

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Average-Case Intractable NP Problems - Wang (1997)   (2 citations)  (Correct)

....consider square matrices with integer entries. The matrix representability problem is to decide, for a given matrix A and a set of matrices M = fA 1 ; A k g, whether A can be expressed as a product of matrices in M. This problem was shown to be undecidable for 6 Theta 6 matrices by Markov [Mar54] and was later improved to 4 Theta 4 matrices [Mar58] Venkatesan and Rajagopalan [VR92] considered bounded version of this problem for 20 Theta 20 matrices as follows. The size of a matrix A = a ij ) n Thetan , denoted by jAj, is equal to P n i=1 P n j=1 ja ij j, where a ij is in binary ....

A. Markov. Theory of Algorithms, Academy of Sciences of the USSR, Moscow, 1954. 59

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