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A Cross-Entropy Approach to the Domination Problem and Its Variants. [PDF]

Entropy (Basel)
Burdett R, Haythorpe M, Newcombe A.
europepmc   +1 more source

The postcolonial sociology of love in Gandhi's non-violent political culture of <i>Satyagraha</i>. [PDF]

Front Sociol
Gianolla C.
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Exploring the properties of antituberculosis drugs through QSPR graph models and domination-based topological descriptors. [PDF]

Sci Rep
S TP, Bommahalli Jayaraman B, Siddiqui MK.   +2 more
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Culture of paternalism in the emergency department: a critical ethnographic study. [PDF]

BMC Health Serv Res
Davoudi N, Nayeri ND, Zokaei MS, Fazeli N, Carspecken PF.   +4 more
europepmc   +1 more source

Participatory approaches to climate adaptation, resilience, and mitigation: A systematic review. [PDF]

Ambio
Parsons M, Godden NJ, Henrique KP, Tschakert P, Gonda N, Atkins E, Steen K, Crease RP.   +7 more
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Development of a quantitative self-assessment tool for hospital antimicrobial stewardship and infection control programs: a step towards standardizing clinical studies. [PDF]

JAC Antimicrob Resist
Zanichelli V, Zakariah SZ, Classen AY, Dumpis U, Giske CG, Goepel S, Hagen D, Jorgensen SB, Kessel J, Kjellander C, Kleppe LKS, Simonsen GS, Vehreschild MJGT, Vehreschild JJ, Semret M, PILGRIM Study Group .   +15 more
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Double Roman domination number

Discrete Applied Mathematics, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Anu V., Aparna Lakshmanan S.
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On Sombor index of trees with fixed domination number

Applied Mathematics and Computation, 2022
Summary: The Sombor index is a novel topological molecular descriptor introduced by I. Gutman [“Some basic properties of Sombor indices”, Open J. Discrete Appl. Math. 4, 1, 1–3 (2021; psrp-odam2021.0047 )].
Xiaoling Sun, Jianwei Du
semanticscholar   +1 more source

Extremal trees for the Randić index with given domination number

Applied Mathematics and Computation, 2020
The Randic index is the topological index most widely used in applications for chemistry and pharmacology. It is defined for a graph G with vertex set V(G) and edge set E(G) as R ( G ) = ∑ u v ∈ E ( G ) 1 deg ( u ) deg ( v ) , where deg ( u ) and deg ( v
S. Bermudo, J. E. Valdés, J. Rada
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Distance r-domination number and r-independence complexes of graphs

European journal of combinatorics (Print), 2020
For $r\geq 1$, the $r$-independence complex of a graph $G$, denoted Ind$_r(G)$, is a simplicial complex whose faces are subsets $A \subseteq V(G)$ such that each component of the induced subgraph $G[A]$ has at most $r$ vertices.
Priyavrat Deshpande, Samir Shukla, Anurag Singh   +2 more
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