Geodesic

Tome 40 (2015) no. 2

Sommaire

On model theory of covers of algebraically closed fields
p. 507-533
Boundedness of the maximal operator and its commutators on vanishing generalized Orlicz-Morrey spaces
p. 535-549
Wavelet characterization and modular inequalities for weighted Lebesgue spaces with variable exponent
p. 551-571
On invariance of order and the area property for finite-type entire functions
p. 573-599
Convergence of an algorithm simulating Loewner curves
p. 601-616
On metrics defined by length spectra on Teichmüller spaces of surfaces with boundary
p. 617-644
Existence of weak solutions for elliptic systems with p,q-growth
p. 645-658
Rigidity of complete minimal hypersurfaces in a hyperbolic space
p. 659-668
On asymmetric p-hyperelliptic Riemann surfaces
p. 669-682
Lipschitz conditions, triangular ratio metric, and quasiconformal maps
p. 683-709
From Apollonian packings to homogeneous sets
p. 711-727
Schrödinger-Poisson equations in R3 involving critical Sobolev exponents
p. 729-766
A new approach to the corona theorem for domains bounded by a C1+α curve
p. 767-772
Two-weight norm inequalities on Morrey spaces
p. 773-791
Curve graphs on surfaces of infinite type
p. 793-801
Loewner chains and Hölder geometry
p. 803-835
Sobolev spaces on metrizable groups
p. 837-849
p-Transfinite diameter and p-Chebyshev constant in locally compact spaces
p. 851-874
Estimates of the hyperbolic metric on the twice punctured plane
p. 875-887
Liouville theorems for stationary flows of shear thickening fluids in 2D
p. 889-905
On the existence of solutions of a Fermat-type difference equation
p. 907-921
Convex-transitive Douglas algebras
p. 923-937
Julia's lemma on the hyperbolic disk
p. 939-948
A1 weights on R, an alternative approach
p. 949-955
Non-existence of reflectionless measures for the s-Riesz transform when 0 s 1
p. 957-968
Infinitely many solutions for Hardy-Hénon type elliptic system in hyperbolic space
p. 969-983
Completely regular growth solutions of second order complex linear differential equations
p. 985-1003