The Wulff shape as the asymptotic limit of a growing crystalline interface

  • Osher S
  • Merriman B
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Abstract

Abstract. We present a proof of a conjecture made in the field of crystal growth. Namely, for an initial state consisting of any number of growing crystals moving outwards with normal velocity given to be γ (n), for n the unit outwards normal, then the asymptotic growth shape ...

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Osher, S., & Merriman, B. (1997). The Wulff shape as the asymptotic limit of a growing crystalline interface. Asian Journal of Mathematics, 1(3), 560–571. https://doi.org/10.4310/ajm.1997.v1.n3.a6

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