Osaka University

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    スワヒリ & アフリカ ケンキュウ ダイ17ゴウ ヒョウシ モクジ

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    語文 第89輯 表紙/目次

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    The Requirement of the Glutamic Acid Residue at the Third Position from the Carboxyl Termini of the Laminin γ Chains in Integrin Binding by Laminins

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    This research was originally published in the Journal of Biological Chemistry. Hiroyuki Ido, Aya Nakamura, Reiko Kobayashi, Shunsuke Ito, Shaoliang Li, Sugiko Futaki and Kiyotoshi Sekiguchi. The Requirement of the Glutamic Acid Residue at the Third Position from the Carboxyl Termini of the Laminin γ Chains in Integrin Binding by Laminins. J. Biol. Chem. 2007; 282: 11144–11154 © the American Society for Biochemistry and Molecular Biolog

    シリーズ トクシュウ レキシガク ノ コッキョウ レンサイ ニ アタッテ

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    シリーズ特集:歴史学の国

    エイブンヨウシ

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    A mixed type identification problem related to a phase-field model with memory

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    In this paper we consider an integro-differential system consisting of a parabolic and a hyperbolic equation related to phase transition models. The first equation is integro-differential and of hyperbolic type. It describes the evolution of the temperature and also accounts for memory effects through a memory kernel k via the Gurtin-Pipkin heat flux law. The latter equation, governing the evolution of the order parameter, is semilinear, parabolic and of the fourth order (in space). We prove a local in time existence result and a global uniqueness result for the identification problem consisting in recovering the memory kernel k appearing in the first equation

    K-theory of quasi-toric manifolds

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    In this note we shall give a description of the K-ring of a quasi-toric manifolds in terms of generators and relations. We apply our results to describe the K-ring of Bott-Samelson varieties

    Projective normality of algebraic curves and its application to surfaces

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