On a theorem of Avanissian–Arsove J Riihentaus
Expo. Math 7, 69-72, 1989
41 1989 Classes of quasi-nearly subharmonic functions M Pavlović, J Riihentaus
Potential Analysis 29 (1), 89-104, 2008
35 2008 A generalized mean value inequality for subharmonic functions J Riihentaus
Expositiones Mathematicae 19 (2), 187-190, 2001
30 2001 Subharmonic functions: non-tangential and tangential boundary behavior J Riihentaus
Function Spaces, Differential Operators and Nonlinear Analysis (FSDONA’99 …, 1999
20 1999 Subharmonic functions, generalizations and separately subharmonic functions J Riihentaus
arXiv preprint math/0610259, 2006
17 2006 Mean value type inequalities for quasinearly subharmonic functions O Dovgoshey, J Riihentaus
Glasgow Mathematical Journal 55 (2), 349-368, 2013
16 2013 On the extension in the Hardy classes and the Nevanlinna class J Hyvönen, J Riihentaus
Bulletin de la Société Mathématique de France 112, 469-480, 1984
13 1984 Bi-Lipschitz mappings and quasinearly subharmonic functions O Dovgoshey, J Riihentaus
International Journal of Mathematics and Mathematical Sciences 2010, 2010
11 2010 A weighted boundary limit result for subharmonic functions J Riihentaus
Adv. Algebra and Analysis 1, 27-38, 2006
11 2006 A CHARACTERIZATION OF HARDY-ORLICZ SPACES ON C n C OUYANG, J RIIHENTAUS
Mathematica Scandinavica, 25-40, 1997
11 1997 On the extension of separately hyperharmonic functions and -functions. J Riihentaus
Michigan Mathematical Journal 31 (1), 99-112, 1984
11 1984 Quasi-nearly subharmonicity and separately quasi-nearly subharmonic functions J Riihentaus
Journal of Inequalities and Applications 2008, 1-15, 2008
10 2008 Subharmonic functions, mean value inequality, boundary behavior, nonintegrability and exceptional sets J Riihentaus
arXiv preprint math/0312508, 2003
10 2003 Separately quasi-nearly subharmonic functions J RIIHENTAUS
Complex Analysis and Potential Theory, 156-165, 2007
9 2007 Removable singularities of analytic functions of several complex variables J Riihentaus
Mathematische Zeitschrift 158, 45-54, 1978
9 1978 Subharmonic functions, generalizations, weighted boundary behavior, and separately subharmonic functions: A survey J Riihentaus
Nonlinear Analysis: Theory, Methods & Applications 71 (12), e2613-e2627, 2009
8 2009 A remark concerning generalized mean value inequalities for subharmonic functions O Dovgoshey, J Riihentaus
International Conference Analytic Methods of Mechanics and Complex Analysis …, 2009
8 2009 A removability result for holomorphic functions of several complex variables J Riihentaus
Journal of Basic and Applied Sciences 12, 50-52, 2016
7 2016 Removable sets for subharmonic functions J Riihentaus
Pacific Journal of Mathematics 194 (1), 199-208, 2000
7 2000 Removability results for subharmonic functions, for harmonic functions and for holomorphic functions J Riihentaus
Matematychni Studii 46 (2), 152-158, 2016
6 2016