Author Index Vol. 80, 2007
Peter KamermanAnthony KollerLisa C. LoramYujiro HayashiShingo TsujiMasahiko TsujiiTsutomu NishidaShuji IshiiTohru NakamuraHiroshi EguchiSunao KawanoYong Min KimTae-Bin WonSi Whan KimYang-Gi MinChul Hee LeeChae‐Seo RheeIşıl ÖzakçaEbru ArıogluŞahika GünerV.Meli̇h AltanA. Tanju ÖzçelikayJun WangYan GuoBicheng ZhangZhengtang ChenJian‐Fei GaoAshish DhirShrinivas K. KulkarniZhi Jun GeLi Cai ZhangYin Ming ZengTi Jun DaiChang LiJun Ke WangGuo Xin CuiYong Fei TanYan ZhaoGuo Jun LiuJunhua YuanYanqing LiXiao-Yun YangCarlos A. AriasJulieta Henao PérezJulio C. SánchezGloria L. PorrasJ. CardonaG. BedoyaMotoko YamabeShamarendra SanyalShinji MiyamotoTetsuo HadamaShojirou IsomotoOno KSéverine CrettolPatricia DigónKerry Powell GolayMarlyse BrawandChin B. EapKazuhide NishimaruShinpei FujikiYoshio TanakaHikaru TanakaKoki ShigenobuKarma V. MoserChristian HumpelBobby D. NossamanSyed R. BaberMohammed M. NazimPaul WaldronAlbert L. HymanPhilip J. Kadowitz
0
Citation
0
Reference
10
Related Paper
Cite
Citations (0)
Cite
Citations (1)
Our main purpose is to introduce the notion of almost α(Λ, sp)-continuous multifunctions. Moreover, some characterizations of almost α(Λ, sp)-continuous multifunctions are established.
Cite
Citations (5)
Cite
Citations (33)
Cite
Citations (0)
Cite
Citations (76)
In this paper we consider a generalization to analytic multifunctions of the classical Hardy space theory of analytic functions on the unit disc. With \K(lambda) = sup (\z\; z is an element of K(lambda)) we define the Nevanlinna class N and the classes H
Cite
Citations (0)
In this paper, some properties of an order induced by uninorms are investigated. In this aim, the set of incomparable elements with respect to the $U$-partial order for any uninorm is introduced and studied. Also, by defining such an order, an equivalence relation on the class of uninorms is defined and this equivalence is deeply investigated. Finally, another set of incomparable elements with respect to the $U$-partial order for any uninorm is introduced and studied.
Equivalence relation
Cite
Citations (10)
Cite
Citations (4)