CAJ | 학술논문

凸集及其性质是最优化领域的一个重要研究课题。同样，凸模糊集也是模糊数学中研究的一个热点。本文通过将E-广义凸模糊集、凹模糊集和凸直觉模糊集相结合，定义了E-广义凹模糊集和E-广义凸直觉模糊集，并根据定义对它们的基本性质做了研究，从而推广了凸模糊集和反凸模糊集，并且引出一个相对较新的研究方向和领域。
철집급기성질시최우화영역적일개중요연구과제。동양，철모호집야시모호수학중연구적일개열점。본문통과장E-엄의철모호집、요모호집화철직각모호집상결합，정의료E-엄의요모호집화E-엄의철직각모호집，병근거정의대타문적기본성질주료연구，종이추엄료철모호집화반철모호집，병차인출일개상대교신적연구방향화영역。
The convex set and its properties are important research topics in the area of optimization .Sim-ilarly, the convex fuzzy set is a hot spot in fuzzy mathematics .The definitions of E-generalized concave fuzzy set and E-generalized convex intuitionistc fuzzy set were given by combining with E -generalized convex fuzzy set.Concave fuzzy set and convex intuitionistc fuzzy set in the related references , and some fundamental proper-ties of E-generalized concave fuzzy set and E -generalized convex intuitionistc fuzzy set were discussed in this paper, which expands the E -generalized convex fuzzy set and leads to a relatively new research direction and field.