"Empowerment" without transformation? A critique of women empowerment without a masculinities lens in gender and agriculture literature. [PDF]
Mwiine AA +8 more
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A framework for spontaneous Brillouin noise: unveiling fundamental limits in Brillouin metrology. [PDF]
Jin S +9 more
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Some novel concepts of intuitionistic fuzzy directed graphs with application in selecting a suitable place for opening restaurant. [PDF]
Khan WA +7 more
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Normal typicality and dynamical typicality for a random block-band matrix model. [PDF]
Erdős L, Henheik J, Vogel C.
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Global Fields and Migration Regimes: Citizenship by Investment. [PDF]
Surak K.
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Acidification-dependent suppression of <i>C. difficile</i> by pathogenic and commensal enterococci. [PDF]
Neubauer HR +8 more
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Independent transversal domination number in complementary prisms
Summary: A set \(D \subseteq V(G)\) is an independent transversal dominating set of \(G\) if \(D\) is a dominating set and also intersects every maximum independent set in \(G\). The minimum cardinality of such a set is equal to the transversal domination number, denoted by \(\gamma_\mathrm{it}(G)\).
Aytac, Aysun, Erkal, Cem
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A characterization of trees with equal independent domination and secure domination numbers
Information Processing Letters, 2017zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zepeng Li
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Trees with equal Roman {2}-domination number and independent Roman {2}-domination number
A Roman {2}-dominating function (R{2}DF) on a graph G =(V, E) is a function f : V → {0, 1, 2} satisfying the condition that every vertex u for which f(u) = 0 is adjacent to either at least one vertex v with f(v) = 2 or two vertices v1, v2 with f(v1) = f(v2) = 1. The weight of an R{2}DF f is the value w(f) = ∑u∈Vf(u).
Pu Wu +3 more
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