JournalsprimsVol. 21, No. 4Volume 21, No. 4 (1985) Publications of the Research Institute for Mathematical Sciencespp. 677–698A System of Quasi Variational Inequalities and Its Application to Reaction Diffusion EquationsKoichiro Naitopp. 699–717Non-Uniqueness in the Cauchy Problem for Partial Differential Operators with Multiple Characteristics, IIShizuo Nakanepp. 719–735A Measure of Integrity for Local Analytic AlgebrasShuzo Izumipp. 737–759Développements Asymptotiques et Microfonctions dans les Classes de GevreyJean-Louis Erminepp. 761–786Examples of Nonslngular Irreducible Curves Which Give Reducible Singular Points of red(H<i><sub>d,g</sub></i>)Mutsumi Amasakipp. 787–800Quasi-entropies for States of a von Neumann AlgebraDénes Petzpp. 801–805On Grothendieck's Problem of Topologies Julio Alcántara-Bodepp. 807–818Some Cyclic Group Actions on a Homotopy Sphere and the Parallelizability of Its Orbit SpacesJin Ho Kwakpp. 819–833Harmonic Mappings and Disc Bundles over Compact Kahler ManifoldsKlas DiederichTakeo Ohsawapp. 835–841A Condition In Constructing Chain HomotopiesMasatsugu Nagatapp. 843–852On the <i>C</i><sup>∞</sup>-well-posedness of Goursat ProblemsTakeshi Mandaipp. 853–875The Asymptotic Behavior of a Variation of Polarized Hodge StructureMasaki Kashiwarapp. 877–888Examples of Extremal Lattice Fields without the Global Markov PropertyChristoph Kessler
pp. 677–698A System of Quasi Variational Inequalities and Its Application to Reaction Diffusion EquationsKoichiro Naito
pp. 699–717Non-Uniqueness in the Cauchy Problem for Partial Differential Operators with Multiple Characteristics, IIShizuo Nakane
pp. 737–759Développements Asymptotiques et Microfonctions dans les Classes de GevreyJean-Louis Ermine
pp. 761–786Examples of Nonslngular Irreducible Curves Which Give Reducible Singular Points of red(H<i><sub>d,g</sub></i>)Mutsumi Amasaki
pp. 807–818Some Cyclic Group Actions on a Homotopy Sphere and the Parallelizability of Its Orbit SpacesJin Ho Kwak
pp. 819–833Harmonic Mappings and Disc Bundles over Compact Kahler ManifoldsKlas DiederichTakeo Ohsawa
