| E. Artal Bartolo and J. Carmona Ruber | Zariski pairs, fundamental groups and Alexander polynomials | 521−543 |
| T. Nagasawa and K. Ueno | Initial-final value problems for ordinary differential equations and applications to equivariant harmonic maps | 545−555 |
| H. Naitoh | Grassmann geometries on compact symmetric spaces of general type | 557−592 |
| S. Kaneyuki | The Sylvester's law of inertia in simple graded Lie algebras | 593−614 |
| M. Chen | On pluricanonical maps for threefolds of general type | 615−621 |
| G. Hu, S. Lu and D. Yang | On a class of multilinear oscillatory singular integral operators | 623−637 |
| Y. Hasegawa | On the C\infty-Goursat problem for some second order equations with variable coefficients | 639−662 |
| S. Jimbo and J. Zhai | Ginzburg-Landau equation with magnetic effect : non-simply-connected domains | 663−684 |
| T. Gouma | Ahlfors functions on non-planar Riemann surfaces whose double are hyperelliptic | 685−695 |
| O. Iyama | A generalization of rejection lemma of Drozd-Kirichenko | 697−718 |
| L. U. Uko | A generalized truncation method for multivalued parabolic problems | 719−735 |
| C. K. Anand | A closed form for unitons | 737−751 |
| H. Fujiwara | Analyse harmonique pour certaines représentations induites d'un groupe de Lie nilpotent. | 753−766 |
| N. Gouda | The theorem of E. Hopf under uniform magnetic fields | 767−779 |
| J. J. Betancor and L. Rodríguez-Mesa | On the Besov-Hankel spaces | 781−788 |
