Journal of Mathematics of Kyoto University

The Journal of Mathematics of Kyoto University has a long and distinguished history of publishing high-quality and original mathematical research. A quarterly, it publishes original research papers at the forefront of pure mathematics, including surveys that contribute to advances in pure mathematics.

In 2010, JMKU will change its name to the Kyoto Journal of Mathematics and become part of the 2010 Euclid Prime collection.


Volume 49, Number 2

Publication Date: 2009

Gabor multipliers for weighted Banach spaces on locally compact abelian groups

S.S. Pandey; 235-254

Wegner estimate for a generalized alloy type potential

Jyunichi Takahara; 255-265

Convergence of dependent walks in a random scenery to fBm-local time fractional stable motions

Serge Cohen and Clément Dombry; 267-286

Prescribing Gevrey singularities for solutions of pseudodifferential operators

Angela Ama Albanese, Petar Popivanov and Luisa Zanghirati; 287-306

The relation between stationary and periodic solutions of the Navier-Stokes equations in two or three dimensional channels

Teppei Kobayashi; 307-323

A Lane-Emden-Fowler type problem with singular nonlinearity

Dragos-Patru Covei; 325-338

Connected and not arcwise connected invariant sets for some 2-dimmensional dynamical systems

Fumio Nakajima; 339-346

On the critical values of $L$-functions of tensor product of base change for Hilbert modular forms

Cristian Virdol; 347-357

The rationality problem for four-dimensional linear actions

Hidetaka Kitayama and Aiichi Yamasaki; 359-380

On parabolic geometry, II

Indranil Biswas; 381-387

A construction of processes with one dimensional martingale marginals, based upon path-space Ornstein-Uhlenbeck processes and the Brownian sheet

Francis Hirsch and Marc Yor; 389-417

Flips and variation of moduli scheme of sheaves on a surface

Kimiko Yamada; 419-425

Exponential decay of correlations for surface semiflows with an expanding direction

Ippei Obayashi; 427-440

2009 © Kyoto University, Department of Mathematics