ultradifferentiability

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English[edit]

Etymology[edit]

ultra- +‎ differentiability

Noun[edit]

ultradifferentiability (uncountable)

  1. (mathematics) The condition of being ultradifferentiable
    • 2016, Marat V. Markin, “On the generation of Beurling type Carleman ultradifferentiable -semigroups by scalar type spectral operators”, in arXiv[1]:
      A characterization of the scalar type spectral generators of Beurling type Carleman ultradifferentiable -semigroups is established, the important case of the Gevrey ultradifferentiability is considered in detail, the implementation of the general criterion corresponding to a certain rapidly growing defining sequence is observed..