## Interpolation Spaces and Allied Topics in Analysis: Proceedings of the Conference Held in Lund, Sweden, August 29 - September 1, 1983 |

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### Contents

INTRODUCTORY PAPER | 1 |

B Mityagin An interpolation theorem for modular spaces | 24 |

Cwlkel P Nilsson The coincidence of real and complex interpolation | 54 |

Copyright | |

7 other sections not shown

### Common terms and phrases

accélérable Algebraic algorithm Analysis analytic Applications apply Lemma arbitrary assertion assume assumption asymptotic Banach spaces Besov spaces boundary conditions classical solution coefficients complex interpolation computation consider continued fraction convenient initial data convergence convergence acceleration couple defined definition denote differential equation Dirichlet boundary conditions domain Edited exponents finite function f Furtheron Geometry global Hence Hölder's inequality holds implies inequality initial-boundary value problem integral interpolation spaces interval K-functional Lemma Lemma is proved linear Lipschitz condition Lyapunov functional Math Mathematics method mild solution Neumann boundary conditions nonlinearity F norm operator order star orthogonal polynomials Padé Pade approximants Peetre poles polynomials primary a priori priori estimate Proceedings properties Proposition rational satisfies semigroup sequence Sobolev spaces space dimension Theorem Theory tion vector zeros