Pascal's triangle and p -latin matrices

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Properties of a special class of matrices arising in the analysis of binominal coefficients distribution in terms of a prime number modulus are considered. Formulae of elements distribution in the row of Pascal’s triangle in terms of a prime number modulus are obtained.

Pascal's triangle, latin matrices, binominal coefficient

Короткий адрес: https://sciup.org/147158725

IDR: 147158725

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