factorization u rečniku francuskog jezika Oksford‒Hašet

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Since this is a quadratic irrational, the continued fraction must be periodic (unless "n" is square, in which case the factorization is obvious).
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To prove sufficiency we may use the factorization theorem.
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One can obtain a more accurate preconditioner by allowing some level of extra fill in the factorization.
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Complementary triangular forms of pairs of matrices, realizations with prescribed main matrices, and complete factorization of rational matrix functions.
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This unique factorization property is the basis on which much of number theory is built.
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The singlet factorization constitutes the first level of the cluster-expansion representation.
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A rectangular non-negative matrix can be approximated by a decomposition with two other non-negative matrices via non-negative matrix factorization.
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First, using square-free factorization, we may suppose that the polynomial is square-free.
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It uses an iterative approach that leverages the factorization structure of the target distribution.
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In subsequent papers in 1846 and 1847 he published his main theorem, the unique factorization into (actual and ideal) primes.
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