This study employs an adaptive neuro-fuzzy inference system (ANFIS) to identify critical
success factors (CSFs) crucial for the success of pavement construction projects …

Let R and S be commutative rings with identity, f: R→ S a ring homomorphism and J an ideal
of S. Then the subring R⋈ f J:={(r, f (r)+ j)| r∈ R and j∈ J} of R× S is called the amalgamation …

Let R and S be commutative rings with identity, f: R→ S a ring homomorphism and J an ideal
of S. Then, the subring R⋈ f J:={(a, f (a)+ j)| a∈ R and j∈ J} of R× S is called the …

Let be a ring homomorphism and J be an ideal of S. Then the subring and of is called the
amalgamation of R with S along J with respect to f. In this paper, we characterize when is a …

An integral domain R is an H-domain in case, for each height one prime ideal p in R, dim
R/p= dim R-1. The H-conjecture of Ratliff asserts that every local Noetherian H-domain is …

Let R and S be commutative rings with identity, f: R → S f: R→ S a ring homomorphism and J
an ideal of S. Then the subring R ⋈^ fJ:={(r, f (r)+ j) ∣ r ∈ RR⋈ f J:=(r, f (r)+ j)∣ r∈ R and j ∈ …

Let R and S be commutative rings with identity, J an ideal of S, and f: R→ S a ring
homomorphism. In this paper, we determine the set of associated prime ideals of …

For commutative rings with identity, we introduce and study the concept of semi r-ideals
which is a kind of generalization of both r-ideals and semiprime ideals. A proper ideal I of a …

Let $ R $ and $ S $ be commutative rings with unity, $ f\colon R\rightarrow S $ a ring
homomorphism and $ J $ an ideal of $ S $. Then the subring $ R\bowtie^ fJ:=\lbrace (a, f …

Let R and S be commutative rings with unity, f: R→ S a ring homomorphism and J an ideal of
S. Then the subring R⊳⊲ f J:={(a, f (a)+ j)| a∈ R and j∈ J} of R× S is called the …