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Whitney's extension theorem for Non-Quasi-Analytic classes of ultradifferentiable functions [PDF]
Reinhold Meise +3 more
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Division by Flat Ultradifferentiable Functions and Sectorial Extensions [PDF]
Vincent Thilliez
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Whitney's extension theorem for nonquasianalytic classes of ultradifferentiable functions [PDF]
José Bonet +3 more
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Ultradifferentiable FunctionとUltradistributionの空間の位相的構造 (代数解析学の最近の展開)
Hikosaburo Komatsu
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Weighted (PLB)-spaces of ultradifferentiable functions
Andreas Debrouwere, Lenny Neyt
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The implicit function theorem for ultradifferentiable mappings
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Generic results in classes of ultradifferentiable functions
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Celine Esser
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Ultradifferentiable Functions and Ultradistributions
Series on Analysis, Applications and Computation, 2007exaly +2 more sources
The cauchy and poisson kernels as ultradifferentiable functions
Complex Variables and Elliptic Equations, 1998Let C be an open convex cone in such that does not contain any entire straight line. We previously have shown that the Cauchy and Poisson kernel functions corresponding to the tube are elements of the ultradifferentiable function spaces , where ∗ is either (Mp ) or {Mp }.
Richard D Carmichael, S Pilipovic
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