Distance Magic Labeling of Corona Product of Graphs
Let G = (V, E) is a graph with order n, and f: V(G) → {1,2,...,n} is a bijection. For any vertex v ϵ V, the sum of f(u) is called the weight of vertex v, denoted by w(v), where N(v) is the set of neighbors of vertex v. If the labeling f satisfies that there exists a constant k such that w(v)=k, for every vertex v in the graph G, then f is called a ...
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DNP-Enhanced Magic Angle Spinning Solid-State NMR Spectroscopy to Determine RNA-Ligand Interactions. [PDF]
Sudakov A +8 more
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Tuning mitotic recombination with patterned DNA nicks for precision mosaic analysis. [PDF]
Shen Y +6 more
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A genome-wide MAGIC kit for recombinase-independent mosaic analysis in <i>Drosophila</i>. [PDF]
Shen Y +10 more
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Collecting Large Datasets of Unambiguous Structural Restraints for Protein Structure Determination by 4D Proton-Detected Solid-State NMR. [PDF]
Chevelkov V, Lange S, Lange A.
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Carbon-13 Centerband-Only Detection of EXchange with Dynamic Nuclear Polarization. [PDF]
Cherian Varkey A +4 more
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Microglial cathepsin B is necessary for neuronal efferocytosis in zebrafish and mice during brain development. [PDF]
Silva NJ +5 more
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<sup>1</sup>H-<sup>1</sup>H Interatomic Distances in Paracetamol-Based Structures Unveiled by Double-Quantum NMR and DFT Calculations. [PDF]
Balodis M +5 more
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Further results on distance magic labeling of graphs
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On A-Distance (Anti)magic Labeling of Prime Graph over the Ring Z<sub>n</sub>
Let G = (V, E) be a simple graph with n vertices, and let A be an abelian group of order n. Let f: V(G) → A be a bijection, and define the weight of a vertex x by w(x) = Σy ∈ N(x) f(y), where N(x) denotes the open neighborhood of x. We call f an A-distance magic labeling if all vertex weights are equal, and an A-distance antimagic labeling if the ...
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