Annales Academiæ Scientiarum Fennicæ
Mathematica
Volumen 44, Fasciculus 1, 2019
INDEX
 
Aldaz, Jesús M.: 
Boundedness of averaging operators on geometrically doubling metric spaces, 
pp. 497–503
 
Backes, Lucas, and Davor Dragicevic: 
Periodic approximation of exceptional 
Lyapunov exponents for semi-invertible operator cocycles, 
pp. 183–209
 
Bongers, Tyler: 
Stretching and rotation sets of quasiconformal mappings, 
pp. 103–123
 
Chen, Shaolin, Antti Rasila, and Matti Vuorinen: 
Characterizations of Hardy-type, Bergman-type and Dirichlet-type
spaces on certain classes of complex-valued functions, 
pp. 427–448
 
Christodoulou, Argyrios, and Ian Short: 
A hyperbolic-distance inequality for holomorphic maps, 
pp. 293–300
 
Ciska-Niedzialomska, Malgorzata, and
Kamil Niedzialomski: 
Rodin's formula in arbitrary codimension, 
pp. 221–229
 
Costea, Serban: 
Sobolev–Lorentz capacity and its regularity in the Euclidean setting, 
pp. 537–568
 
Don, Sebastiano, and Davide Vittone: 
A compactness result for BV functions in metric spaces, 
pp. 329–339
 
Eriksson-Bique, Sylvester: 
Alternative proof of Keith–Zhong self-improvement 
and connectivity, 
pp. 407–425
 
Fletcher, Alastair, and Ben Wallis: 
The orbits of generalized derivatives, 
pp. 485–495
 
Fraser, Jonathan M., Kathryn E. Hare, Kevin G. Hare,
Sascha Troscheit, and Han Yu: 
The Assouad spectrum and the quasi-Assouad 
dimension: a tale of two spectra, 
pp. 379–387
 
Fu, Zunwei, Shanzhen Lu, Hongbin Wang, and Liguang Wang: 
Singular integral operators with rough kernels on central 
Morrey spaces with variable exponent, 
pp. 505–522
 
Gabriyelyan, Saak: 
Locally convex spaces and Schur type properties, 
pp. 363–378
 
Galanopoulos, Petros, and Daniel Girela: 
The closure of Dirichlet spaces in the Bloch space, 
pp. 91–101
 
Hansen, Wolfhard, and Ivan Netuka: 
Nearly hyperharmonic functions and 
Jensen measures, 
pp. 3–14
 
Hu, Guoen: 
Weighted complete continuity for the commutator of Marcinkiewicz integral, 
pp. 459–484
 
Hu, Jun, and Oleg Muzician: 
Cross-ratio distortion and Douady–Earle extension: 
III. How to control the dilatation near the origin, 
pp. 523–536
 
Jung, Derek: 
BiLipschitz embeddings of spheres into jet space Carnot groups not 
admitting Lipschitz extensions, 
pp. 261–280
 
Kayumov, Ilgiz R., and Saminathan Ponnusamy: 
On a powered Bohr inequality, 
pp. 301–310
 
Laine, Ilpo, and Kazuya Tohge: 
Tropical meromorphic functions in a finite interval, 
pp. 341–361
 
Lanucha, Bartosz, and Maria T. Nowak: 
Examples of de Branges–Rovnyak spaces generated 
by nonextreme functions, 
pp. 449–457
 
Melentijevic, Petar: 
Norm of the Bergman projection onto the Bloch space with 
M-invariant gradient norm, 
pp. 211–220
 
Mizuta, Yoshihiro, Takao Ohno, and Tetsu Shimomura: 
Boundary growth of generalized Riesz potentials 
on the unit ball in the variable settings, 
pp. 125–140
 
Nimer, A. Dali: 
Uniformly distributed measures have big pieces of Lipschitz graphs locally, 
pp. 389–405
 
Olsen, Lars: 
Average box dimensions of typical compact sets, 
pp. 141–165
 
Ramos, João P. G.: 
Sharp total variation results for maximal functions, 
pp. 41–64
 
Reijonen, Atte: 
Remarks on one-component inner functions, 
pp. 569–580
 
Sevost'yanov, Evgeny: 
On boundary extension of mappings in metric spaces in the 
terms of prime ends, 
pp. 65–90
 
Shekhar, Atul, Huy Tran, and Yilin Wang: 
Remarks on Loewner chains driven by finite variation functions, 
pp. 311–327
 
Starnes, Andrew: 
The Loewner equation for multiple hulls, 
pp. 581–599
 
Tanaka, Hitoshi, and Kôzô Yabuta: 
The n-linear embedding 
theorem for dyadic rectangles, 
pp. 29–39
 
Yanagishita, Masahiro: 
Smoothness and strongly pseudoconvexity of 
p-Weil–Petersson metric, 
pp. 15–28
 
Yang, Yunyan, and Xiaobao Zhu: 
Prescribing Gaussian curvature on closed Riemann surface with conical 
singularity in the negative case, 
pp. 167–181
 
Zhao, Wenqiang: 
Asymptotical dynamics for non-autonomous stochastic equations driven 
by a non-local integro-differential operator of fractional type, 
pp. 231–260
 
Zhou, Xiaodan: 
Absolutely continuous functions on compact and connected 
1-dimensional metric spaces, 
pp. 281–291
 
https://doi.org/10.5186/aasfm.2019.44001
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