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In mathematics, the lower convex envelope of a function defined on an interval is defined at each point of the interval as the supremum of all convex functions that lie under that function, i.e.

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  • In mathematics, the lower convex envelope of a function defined on an interval is defined at each point of the interval as the supremum of all convex functions that lie under that function, i.e. (en)
  • Em matemática, o fecho convexo inferior de uma função definida em um intervalo é definido em cada ponto do intervalo como o supremo de todas as funções convexas que se encontram sob essa função, isto é, (pt)
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  • In mathematics, the lower convex envelope of a function defined on an interval is defined at each point of the interval as the supremum of all convex functions that lie under that function, i.e. (en)
  • Em matemática, o fecho convexo inferior de uma função definida em um intervalo é definido em cada ponto do intervalo como o supremo de todas as funções convexas que se encontram sob essa função, isto é, (pt)
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  • Lower convex envelope (en)
  • Fecho convexo inferior (pt)
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