Expansion in Terms of Power of a Small Parameter of the Maximum Rank Distribution of a Random Boolean Matrix |
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Authors: | V V Masol |
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Affiliation: | (1) T. G. Shevchenko National University, Kiev, Ukraine |
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Abstract: | The paper considers an N × n matrix (N n) over a field GF(2) that consists of random values with a distribution depending on a small parameter . The expansion is found in terms of the power of the parameter of the probability that the matrix rank is equal to n. Exact values of the first three coefficients are indicated. |
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Keywords: | small parameter rank of a matrix stochastic elements distribution expansion |
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