Publication details
Publisher: Springer
Place: Berlin
Year: 2009
Pages: 193-200
Series: Advances in Soft Computing
ISBN (Hardback): 9783540889137
Full citation:
, "Ωθ− convergence theory of nets in lω− spaces", in: Fuzzy information and Engineering I, Berlin, Springer, 2009
Ωθ− convergence theory of nets in lω− spaces
pp. 193-200
in: Bing-yuan Cao, Cheng-yi Zhang, Tai-fu Li (eds), Fuzzy information and Engineering I, Berlin, Springer, 2009Abstract
In this paper, the ωθ− convergence theory of fuzzy nets in Lω− spaces is introduced. Some properties of the ωθ−convergence theory are discussed. It can be used to characterize the weakly (ω 1,ω 2) continuous functions in Lω− spaces.
Publication details
Publisher: Springer
Place: Berlin
Year: 2009
Pages: 193-200
Series: Advances in Soft Computing
ISBN (Hardback): 9783540889137
Full citation:
, "Ωθ− convergence theory of nets in lω− spaces", in: Fuzzy information and Engineering I, Berlin, Springer, 2009