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Poul Hjorth, Petr Lison˘ek, Steen Markvorsen, Carsten Thomassen,Finite metric spaces of strictly negative type, Linear Algebra, its Applications270( · 1998

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The microscopic weighting on a metric space

math.MG · 2026-07-06 · accept · novelty 8.0

Every finite metric space of strictly negative type admits a canonical signed measure (the microscopic weighting) that maximizes distance energy and equals the derivative of the magnitude function at zero

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  • The microscopic weighting on a metric space math.MG · 2026-07-06 · accept · none · ref 13

    Every finite metric space of strictly negative type admits a canonical signed measure (the microscopic weighting) that maximizes distance energy and equals the derivative of the magnitude function at zero