Huhe Han

activity

20152024

most citedStrictly convex Wulff shapes and

C^{1}

convex integrands

7 citations · 12 across the 15 of their papers we have counts for

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math.MG2023

Behavior of convex integrand at apex of its Wulff shape

Huhe Han

Let $γ : S^{n} \to R_{+}$ be a convex integrand and $W_{γ}$ be the Wulff shape of $γ$ . Apex point naturally arise in non-smooth Wulff shape, in particular, vertex of co…

math.MG2023

Self-dual polytope and self-dual smooth Wulff shape

Huhe Han

For any Wulff shape $W$ , its dual Wulff shape and spherical Wulff shape $W$ can be defined naturally. A self-dual Wulff shape is a Wulff shape equal…