A parametric α-surface energy matrix unifies prior formulations and achieves optimal energy stability for anisotropic curvature flows precisely when α=-1 under the condition 3γ̂(θ) ≥ γ̂(θ-π).
Palmer,Stability of the Wulff shape, Proc
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A structure-preserving parametric approximation for anisotropic geometric flows via an $\alpha$-surface energy matrix
A parametric α-surface energy matrix unifies prior formulations and achieves optimal energy stability for anisotropic curvature flows precisely when α=-1 under the condition 3γ̂(θ) ≥ γ̂(θ-π).