Osaka Journal of Mathematics

The Osaka Journal of Mathematics is published quarterly by the joint editorship of the Departments of Mathematics of Osaka University and Osaka City University. Founded in 1964 as continuation of the two journals, the Osaka Mathematical Journal and the Journal of Mathematics, Osaka City University, the journal is devoted entirely to the publication of original works in pure and applied mathematics.


Volume 9, Number 3

Publication Date: 1972

Miscellaneous front pages, Osaka J. Math., Volume 9, Number 3 (1972)

The Borsuk-Ulam theorem and formal group laws

Hans J. Munkholm and Minoru Nakaoka; 337-349

A spectral sequence associated with a cohomology theory of infinite $CW$-complexes

Shôrô Araki and Zen-ichi Yosimura; 351-365

Equivariant $K$-ring of $G$-manifold $({\rm U}(n),\,{\rm ad}\sbG)$. I

Haruo Minami; 367-377

Principal circle actions on a product of spheres

Hideki Ozeki and Fuichi Uchida; 379-390

Acyclic fake surfaces which are spines of 3-manifolds

Hiroshi Ikeda; 391-408

Note on Krull-Remak-Schmidt-Azumaya's theorem

Hikoji Kanbara; 409-413

The first cohomology group of a commutative ring

Juan José Martínez; 415-420

On quasi-injective modules with a chain condition over a commutative ring

Manabu Harada; 421-426

Modules over bounded Dedekind prime rings. II

Hidetoshi Marubayashi; 427-445

Formal groups obtained from generalized hypergeometric functions

Taira Honda; 447-462

Spectral and scattering theory for second-order differential operators with operator-valued coefficients

Yoshimi Saitō; 463-498

Some results on the Fourier image of special classes of distributions

Kantaro Hayakawa; 499-512

On the pathwise uniqueness of solutions of one-dimensional stochastic differential equations

Shintaro Nakao; 513-518

On a generalization of the theorem of Reisz-Frostman-Nevanlinna

Teruo Ikegami; 519-533

On the potential taken with respect to complex-valued kernels

Minoru Matsuda; 535-545

Asymptotic distribution of eigenvalues of non-symmetric operators associated with strongly elliptic sesquilinear forms

Kenji Maruo; 547-560

Miscellaneous back pages, Osaka J. Math., Volume 9, Number 3 (1972)


2013 © Osaka University and Osaka City University, Departments of Mathematics