JournalsprimsVol. 35, No. 6Volume 35, No. 6 (1999) Publications of the Research Institute for Mathematical Sciencespp. 825–846Strong Unique Continuation Property for the Dirac EquationLaura De CarliTakashi Ōkajipp. 847–852Note on the Paper “Strong Unique Continuation Property for the Dirac Equation” by De Carli and ŌkajiOsanobu YamadaHubert Kalfpp. 853–870On the Spherically Symmetric Solution to the Mixed Problem for a Weakly Hyperbolic Equation of Second OrderAkisato Kubopp. 871–892Determinant Formula for Solutions of the Quantum Knizhnik–Zamolodchikov Equation Associated with <em>U<sub>q</sub></em>(<em>sl<sub>n</sub></em>) at |<em>q</em>| = 1Tetsuji MiwaYoshihiro TakeyamaVitaly Tarasovpp. 893–919Divergence Property of Formal Solutions for Singular First Order Linear Partial Differential EquationsMasaki Hibinopp. 921–933A Generalization of the Radon–Nikodym Property in Dual Banach Spaces, Fragmentedness, and Differentiability of Convex FunctionsMinoru Matsuda
pp. 847–852Note on the Paper “Strong Unique Continuation Property for the Dirac Equation” by De Carli and ŌkajiOsanobu YamadaHubert Kalf
pp. 853–870On the Spherically Symmetric Solution to the Mixed Problem for a Weakly Hyperbolic Equation of Second OrderAkisato Kubo
pp. 871–892Determinant Formula for Solutions of the Quantum Knizhnik–Zamolodchikov Equation Associated with <em>U<sub>q</sub></em>(<em>sl<sub>n</sub></em>) at |<em>q</em>| = 1Tetsuji MiwaYoshihiro TakeyamaVitaly Tarasov
pp. 893–919Divergence Property of Formal Solutions for Singular First Order Linear Partial Differential EquationsMasaki Hibino
pp. 921–933A Generalization of the Radon–Nikodym Property in Dual Banach Spaces, Fragmentedness, and Differentiability of Convex FunctionsMinoru Matsuda
