
Publication details
Publisher: Springer
Place: Berlin
Year: 2009
Pages: 233-244
Series: Advances in Soft Computing
ISBN (Hardback): 9783540889137
Full citation:
, "Convex interval and fuzzy (valued) functions with functionals", in: Fuzzy information and Engineering I, Berlin, Springer, 2009


Convex interval and fuzzy (valued) functions with functionals
pp. 233-244
in: Bing-yuan Cao, Cheng-yi Zhang, Tai-fu Li (eds), Fuzzy information and Engineering I, Berlin, Springer, 2009Abstract
The writer in this paper, on the foundation of interval and fuzzy (value) function, interval and fuzzy (value) functional variation, puts forward a concept on convex interval and convex fuzzy (value) function with functional, gives the definition of a convex function and convex functional about an interval, a common function at fuzzy points, a fuzzy-valued function at common points and a fuzzy-valued function at fuzzy points, and judges their convexity condition. This lays a foundation on the application of fuzzy optimal theories and fuzzy variation methods at physical and approximate calculation.
Publication details
Publisher: Springer
Place: Berlin
Year: 2009
Pages: 233-244
Series: Advances in Soft Computing
ISBN (Hardback): 9783540889137
Full citation:
, "Convex interval and fuzzy (valued) functions with functionals", in: Fuzzy information and Engineering I, Berlin, Springer, 2009