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Convex combinations of nilpotent triangular normsMilan Petrík; Peter Sarkoci · 2009
Convex combinations of strict t-normsMilan Petrík · 2010
A note on the convex combinations of triangular normsFabrizio Durante; Peter Sarkoci · 2008
Convex combinations of continuous t-norms with the same diagonal functionR. Mesiar; A. Mesiarová-Zemánková · 2008
Convex combinations in terms of triangular norms: A characterization of idempotent, bisymmetrical and self-dual compensatory operatorsBernhard Moser; Elena Tsiporkova; Erich Peter Klement · 1999
[IEEE 2011 IEEE 19th Signal Processing and Communications Applications Conference (SIU) - Antalya, Turkey (2011.04.20-2011.04.22)] 2011 IEEE 19th Signal Processing and Communications Applications Conference (SIU) - On convex combinations of norms for group sparsityBayram, Ilker · 2011
Superstability of Generalized Higher DerivationsShateri, T. L. · Abstract and Applied Analysis · 2011
-Quasimetric Spaces: Part IIAgyingi, Collins Amburo; Haihambo, Paulus; Künzi, Hans-Peter A. · Abstract and Applied Analysis · 2013
Initial Coefficients of Biunivalent FunctionsLee, See Keong; Ravichandran, V.; Supramaniam, Shamani · Abstract and Applied Analysis · 2014
DataAbdou, Mohammed Housseine; Chrif, Moussa; El Manouni, Said · Abstract and Applied Analysis · 2014
Finite Element Methods for Biharmonic ProblemAn, Rong; Huang, Xuehai · Abstract and Applied Analysis · 2012
-Stability of Linear Matrix Differential SystemsWang, Peiguang; Liu, Xiaowei · Abstract and Applied Analysis · 2013
-ModulesFang, Xiaochun; Hou, Enran; Dong, Ge · Abstract and Applied Analysis · 2013
-Nonexpansive MappingsPhuangphoo, Pongrus; Kumam, Poom · Abstract and Applied Analysis · 2013