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factorization
Finnish
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tekijä
Last Update: 2015-06-02 Usage Frequency: 20 Quality: Reference: Wikipedia
factorization of matrices
matriisilaskenta
Last Update: 2014-11-14 Usage Frequency: 5 Quality: Reference: IATE
neyman's factorization theorem
neymanin faktorointiteoreema
Last Update: 2014-11-14 Usage Frequency: 3 Quality: Reference: IATE
we say that it has the factorization :
me sanomme, että se on factorization:
Last Update: 2018-02-13 Usage Frequency: 1 Quality: Reference: IATE
the prime factorization of is and there are factors.
the prime factorization, on ja on olemassa tekijöistä.
clearly, can only have products of powers of primes and in its prime factorization.
on selvää, voi olla vain tuotteita siirrettyä primes ja sen prime factorization.
his talk, factorization then and now, covered one of the topics to which he had made major contributions.
hänen puhua, factorization sitten ja nyt, peitetty yksi niistä aiheista, joihin hän oli tehnyt suuria.
because the prime factorizations of and both contain , at least two of , and must be .
koska prime factorizations, ja molemmat sisältävät ainakin kaksi , ja on .
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