Properties of lattice-limit of a sequence on x-lattice
Article
Zhang, Guangquan, Zhang, Yanchuan and Lu, Jie. 1997. "Properties of lattice-limit of a sequence on x-lattice." Journal of Fuzzy Mathematics. 5 (1), pp. 201-211.
| Article Title | Properties of lattice-limit of a sequence on x-lattice |
|---|---|
| ERA Journal ID | 39667 |
| Article Category | Article |
| Authors | Zhang, Guangquan (Author), Zhang, Yanchuan (Author) and Lu, Jie (Author) |
| Journal Title | Journal of Fuzzy Mathematics |
| Journal Citation | 5 (1), pp. 201-211 |
| Number of Pages | 11 |
| Year | 1997 |
| Place of Publication | Los Angeles, CA. United States |
| ISSN | 1066-8950 |
| Web Address (URL) | http://maths.swjtu.edu.cn/fuzzy/1997_3_details.htm |
| Abstract | The concepts of lattice-valued distance and lattice-limit of elements of a lattice and X-lattice are introduced by Liu and Zhang, but the properties of above mentioned concepts are not discussed. In this paper, some elementary properties and some similar to those of limit of a sequence of real-numbers are obtained. |
| Keywords | fuzzy number; fuzzy limit; fuzzy analysis; convergence; lattice |
| ANZSRC Field of Research 2020 | 490407. Mathematical logic, set theory, lattices and universal algebra |
| 490411. Real and complex functions (incl. several variables) | |
| 469999. Other information and computing sciences not elsewhere classified | |
| Byline Affiliations | Hebei University, China |
| Department of Mathematics and Computing | |
| Institution of Origin | University of Southern Queensland |
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