On harmonic quasiconformal quasi-isometries.
On Landau type inequalities for functions with Hölder continuous derivatives.
On Littlewood-Paley functions
On more general Lipschitz spaces.
On one-sided BMO and Lipschitz functions
On the autonomous Nemytskij operator in Hölder spaces.
On the characterization of Hardy-Besov spaces on the dyadic group and its applications
C. Watari [12] obtained a simple characterization of Lipschitz classes on the dyadic group using the -modulus of continuity and the best approximation by Walsh polynomials. Onneweer and Weiyi [4] characterized homogeneous Besov spaces on locally compact Vilenkin groups, but there are still some gaps to be filled up. Our purpose is to give the characterization of Besov spaces by oscillations, atoms and others on the dyadic groups. As applications, we show a strong capacity inequality of the...
On the common fixed point for commuting Lipschitz functions
On the embedding
On the estension of Lipschitz functions with respect to two Hilbert norms and two Lipschitz conditions
On the properties of infinity-harmonic functions and an application to capacitary convex rings.