Abstract
In this paper we will discuss some of the approaches of fuzzy normed spaces and development on fuzzy n-normed space. The approach discussed is based on the concept of t-norm and-t conorm and directly as well as defining the usual definition normed space. But it is discussed in more detail in this paper is the definition that refers to a generalized regular normed spaces on fuzzy 2-normed space and space and fuzzy n-normed space.
Highlights
In this paper we will discuss some of the approaches
The approach discussed is based on the concept of t-norm and-t conorm
it is discussed in more detail in this paper is the definition that refers to a generalized regular normed spaces
Summary
Teori himpunan fuzzy pertama sekali diperkenalkan oleh L. Sampai saat ini berkembang banyak sekali penggunaan dari himpunan dan bilangan fuzzy tersebut, Dalam ilmu matematika perkembangannya tidak hanya dalam bidang Analisis saja, akan tetapi dalam semua bidang kajian yang ada dalam matematika, termasuk dalam bidang Numerik, Operasi Riset, Statistik, Aljabar dan aljabar linear (Alotaibi, 2010; Elegan, dkk, 2010; Karakus, dkk, 2008, Mashadi, 2010). Konsep fuzzy juga sangat berkembang, sampai pada masalah fuzzy ruang metric-n dan ruang fuzzy bernorma-n. Konsep ruang fuzzy bernorma dan ruang fuzzy bernorma-2 sampai ke ruang fuzzy bernorman, sebenarnya didekati dari 2 sisi, yang pertama yaitu ruang fuzzy bernorma yang. Dipihak lain ada juga penulis yang memperkenalkan konsep ruang fuzzy bernorma menggunakan pendekatan fuzzy point dari himpunan fuzzy
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