Simple models of drug release might involve monomial functions of time.

ideal generated by monomials. Accordingly, a monomial algebra is ∆#-graded as well as -graded. 2.2. A resolution. A monomial algebra k∆\I has a natural ... Jul 24, 2014 ... 1 Answer ... A monomial is a mathematical expression which is made up of only one term. It cannot contain any addition or subtraction signs or a ... Oct 22, 2024 ... PDF | The irreducible decomposition of a monomial ideal has played an important role in combinatorial commutative algebra, with applications ... a reduced monomial of degree P since we only multiply P − 1 monomials from ... This monomial is then not an extended S-box monomial. Heuristically, the. Abstract. We show that for every r ∈ Z>0 there exist monomial ideals generated in degree two, with linear syzygies, and regularity of the quotient equal to ... Jan 15, 2015 ... ... monomial and a non- monomial is not a monomial. While this may be intuitively clear, we include a proof for completeness. The main point is ... Feb 6, 2024 ... When it comes to multiplying the fraction in the polynomial by the monomial ( which is one part of the original binomial) I always come up with the answer 0 to ... Abstract. We consider Newton matrices for which the Newton coefficients are positive. We show that one monomial in these coefficients dominates another. monomial of the form a/∆ for some a ∈ A. And it is further possible to ... weight-over-grevlex monomial ordering with wt(z) = 5 and wt(y) = 3 corre ... Jan 25, 2010 ... Given a monomial curve C: t 7→ (1 : ti1 : ... : tin ), and the surface Z: (λ, ω) 7→ (1 − λ, ωi1 − λ,...,ωin − λ) ⊂ Tn+1. Then: T (Sec1 ...