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Economic feasibility of projects using triangular fuzzy numbers triangular fuzzy numbers to evaluate traditional economic criteria Net Present Value, Internal Rate of Return
Determining the initial data generating solutions with prescribed behaviour of a triangular system of linear discrete equations. The present paper finds its niche being concerned with the case of a triangular system of linear discrete
Maximal Abelian Ideals and Automorphisms of Nonfinitary Nil-triangular AlgebrasWe study mutually connected automorphisms and abelian ideals of nonfinitary nil-triangular
algebras
Isomorphisms of Formal Matrix Rings with Zero Trace Ideals rings with zero trace ideals. In particular, we consider the case of formal upper-triangular matrix
Dominated operators from lattice-normed spaces to sequence Banach lattices an atomless Dedekind-complete vector lattice to a sequence Banach lattice ℓp(Γ) or c0(Γ) is narrow. As a
Higher-n triangular dilatonic black holes horizons for the discrete “triangular” values of the dilaton coupling constant a=n(n+1)/2. This sequence
Analyses of the Dams of Triangular and Trapezium Profiles by Variation Differential Difference MethodIn the article the analyses of strain-stress slate of the dams of triangular and trapezium profile
Narrow orthogonally additive operators in lattice-normed spacesWe consider a new class of narrow orthogonally additive operators in lattice-normed spaces
Hopf Galois extensions, triangular structures, and Frobenius Lie algebras in prime characteristicHopf Galois extensions, triangular structures, and Frobenius Lie algebras in prime characteristic
Projections of Finite Commutative Rings with IdentityAssociative rings R and R′ are said to be lattice-isomorphic if their subring lattices L(R) and L
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