Apriliantari, Yenny Nur (2017) Subgrup Normal Q-Fuzzy. Sarjana thesis, Universitas Brawijaya.
Abstract
Himpunan bagian Q-fuzzy merupakan pengembangan konsep dari himpunan bagian fuzzy yang domainnya merupakan hasil kali kartesian antara sembarang himpunan tak kosong dengan himpunan tak kosong . Subgrup normal Q-fuzzy merupakan subgrup Q-fuzzy yang memenuhi aksioma tertentu. Subgrup normal Q-fuzzy mempunyai koset kiri dan koset kanan yang sama. Irisan dari dua subgrup normal Q-fuzzy juga merupakan subgrup normal Q-fuzzy. Pemetaan dari himpunan Q-fuzzy ke himpunan Q-fuzzy dikatakan Q-homomorfisma jika memenuhi aksioma tertentu.
English Abstract
Q-fuzzy set is a one kind of fuzzy set that has a domain which is the Cartesian product of a non empty set and the set Q. Q-fuzzy normal subgroup is a Q-fuzzy subgroup that satisfied certain axioms. Left Q-fuzzy cosets and right Q-fuzzy cosets of Q-fuzzy normal subgroup are equal. The intersenction of Q-fuzzy normal subgroup is also a Q-fuzzy normal subgroup. The mapping of Q-fuzzy set to Q-fuzzy set is called Q-homomorfisma if it satisfied certain axioms.
| Item Type: | Thesis (Sarjana) |
|---|---|
| Identification Number: | SKR/FMIPA/2017/480/051709836 |
| Uncontrolled Keywords: | himpunan Q-fuzzy, subgrup normal Q-fuzzy, koset Q-fuzzy, Q-homomorfisma |
| Subjects: | 500 Natural sciences and mathematics > 511 General principles of mathematics > 511.3 Mathematical logic (Symbolic logic) > 511.31 Nonclassical logic > 511.313 Fuzzy logic |
| Divisions: | Fakultas Matematika dan Ilmu Pengetahuan Alam > Matematika |
| Depositing User: | Nur Cholis |
| Date Deposited: | 02 Nov 2017 01:32 |
| Last Modified: | 17 Nov 2021 02:55 |
| URI: | http://repository.ub.ac.id/id/eprint/4715 |
Preview |
Text
BAB III.pdf Download (914kB) | Preview |
Preview |
Text
DAFTAR PUSTAKA.pdf Download (85kB) | Preview |
Preview |
Text
BAB I.pdf Download (88kB) | Preview |
Preview |
Text
BAB IV.pdf Download (86kB) | Preview |
Preview |
Text
BAB II.pdf Download (656kB) | Preview |
Preview |
Text
BAGIAN DEPAN.pdf Download (282kB) | Preview |
Actions (login required)
 |
View Item |