springs.md

screened laplacianstructural constraintshierarchy
mathematics physics
π 0.19%

structural constraints enforced by the graph Laplacian. elastic forces that keep connected nodes at consistent levels

see cyber/springs for the second tri-kernel operator specification

Dimensions

cyber/springs
second operator of the tri-kernel graph Laplacian `L = D - A`, screening `μ > 0`, reference `x₀` `(L + μI)x* = μx₀` answers: "what satisfies structural constraints?" encodes hierarchy — keeps connected nodes at consistent levels deviation from structural equilibrium is detectable via residual the…

Linked References

Local Graph