Daugavet’s proof of Daugavet’s theorem Dirk Werner The theorem in question, described by Daugavet as “almost obvious, but at the same time unexpected”, is this. Theorem. If A: C[a, b] → C[a, b] is a compact lin

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• Digital geometry
• Clipping
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• Draft:Pirate programming

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Bibliography [1] Y. Abramovich. New classes of spaces on which compact operators satisfy the Daugavet equation. To appear in J. Operator Theory. [2] Y. Abramovich. A generalization of a theorem of J. Holub. Proc. Amer.

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• Operator theory
• Fourier analysis
• Functional analysis
• Linear algebra
• Banach spaces
• Approximation property
• Banach algebra
• Compact operator
• Dual space
• Operator
• Multiplier
• Hilbert space

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The grade of an M -ideal Peter Harmand and Dirk Werner Abstract. We assign two parameters to an M -ideal J in a Banach space X, called the lower and upper grade, which are defined in terms of the size of balls contained

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• Operator theory
• Ordinary differential equations
• Spectral theory
• Differential geometry
• SturmLiouville theory

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SCHEDA BIOGRAFICA GABRIELE GALANTARA (Montelupone, 1865 – Roma, 1937) Nato da famiglia fanese, fu universitario a Bologna, collaborando dal 1886 all’ Ehi ch’al scusa e fondando, nel 1888, il Bononia ridet con Guid

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• Fu Ren-Kun
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