Introduces the ε-repelling Laplacian on signed graphs, constructs associated distances via pseudoinverse, and derives Lichnerowicz inequalities for the resulting node and edge ε-repelling curvatures.
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Repelling curvature via $\epsilon-$repelling Laplacian on positive connected signed graphs
Introduces the ε-repelling Laplacian on signed graphs, constructs associated distances via pseudoinverse, and derives Lichnerowicz inequalities for the resulting node and edge ε-repelling curvatures.