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Published in 2018 at "Semigroup Forum"
DOI: 10.1007/s00233-018-9979-5
Abstract: We study the structure of the commutative multiplicative monoid $$\mathbb {N}_0[x]^*$$N0[x]∗ of all the non-zero polynomials in $$\mathbb {Z}[x]$$Z[x] with non-negative coefficients. The monoid $$\mathbb {N}_0[x]^*$$N0[x]∗ is not half-factorial and is not a Krull monoid,…
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Keywords:
polynomials integral;
non negative;
factorizations polynomials;
monoid mathbb ... See more keywords