Monomial multiplicities in explicit form
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Denote by S a polynomial ring over a field, and let M = (m1,…,mq) be a monomial ideal of S. If codim(S/M) = 1, we prove that the multiplicity of S/M is ...
from Algebra
Denote by S a polynomial ring over a field, and let M = (m1,…,mq) be a monomial ideal of S. If codim(S/M) = 1, we prove that the multiplicity of S/M is ...
from Algebra
