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

collaborators

Showing 2016Show all

3 papers · 1 filter

math.MG2016★ 1 cited

The Wulff construction for convex integrands

Huhe Han, Takashi Nishimura

For any given Wulff shape $W$ , we can define the unique continuous function $S^{n} \to R_{+}$ called convex integrand, denoted by $γ_{_{W}}$ . In this…

math.GT2016

Simultaneous stability of $C^{\infty}$ convex integrands and their duals

Erica Boizan Batista, Huhe Han, Takashi Nishimura

In this paper, the following three are shown. (1) For a $C^{\infty}$ convex integrand $γ : S^{n} \to R_{+}$ , its dual convex integrand $δ : S^{n} \to R_{+}$ is of class $C^\inf…

math.GT2016

Stability of $C^{\infty}$ convex integrands

Erica Boizan Batista, Huhe Han, Takashi Nishimura

In this paper, it is shown that the set consisting of stable convex integrands $S^{n} \to R_{+}$ is open and dense in the set consisting of $C^{\infty}$ convex integrands with re…

The Wulff construction for convex integrands

Simultaneous stability of C∞ convex integrands and their duals

Stability of C∞ convex integrands

Simultaneous stability of $C^{\infty}$ convex integrands and their duals

Stability of $C^{\infty}$ convex integrands