On half-factoriality of transfer Krull monoids
On half-factoriality of transfer Krull monoids
Let H be a transfer Krull monoid over a subset G0 of an abelian group G with finite exponent. Then every non-unit a∈H can be written as a finite product of atoms, say a=u1·…·uk. The set L(a) of all possible factorization lengths k is called the set of lengths of …