LIMIT DISTRIBUTION OF A RANK OF RANDOM SATURATED MATRIX ABOVE A FIELD GF(2)
DOI:
https://doi.org/10.18372/2306-1472.53.3516Keywords:
field GF (2), limit distribution of rank, random matrix, saturated matrixAbstract
In this paper a theorem on the asymptotic distribution of rank of random matrices in the field GF (2) of independent random -D lines, the absence in it of unity lines and the assumption that the difference between the number of rows and number of columns of the matrix is a fixed number of random characters, .References
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Cooper C. On the Rank of Random Matrices / C. Cooper // Random Structures and Algorithms. - 2000. - P. 209-232.
Коваленко И.Н. Об одной предельной теореме для определителей в классе булевых функций / И.Н. Коваленко // Доклады АН СССР. - 1965. - 161, № 3. - С. 517-519.
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Поперешняк C. (2012). LIMIT DISTRIBUTION OF A RANK OF RANDOM SATURATED MATRIX ABOVE A FIELD GF(2). Proceedings of National Aviation University, 53(4), 96–100. https://doi.org/10.18372/2306-1472.53.3516
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MODERN AVIATION AND SPACE TEHNOLOGY
