@phdthesis{digilib43782,
           month = {May},
           title = {KESAMAAN TOPOLOGI DI RUANG BERNORMA DAN RUANG BERNORMA-G},
          school = {FAKULTAS SAINS DAN TEKNOLOGI},
          author = {NIM. 17106010033 JULITA SARI},
            year = {2021},
            note = {Malahayati, S.Si., M.Sc},
        keywords = {G-Normed Space, G-Metric Space, Topology},
             url = {https://digilib.uin-suka.ac.id/id/eprint/43782/},
        abstract = {G-normed space was first introduced by Kamran Alam Khan (2014). A G-normed space is a vector space equipped with a G-norm function fulfilling five axioms. G-normed space is a special case of normed linear space with the definition of a certain norm function, so that every concept, meaning and characteristics that apply in normalized space also applies to G-normed space.
Previous researchers mentioned that the G-normed space is an generalization of the normed linear space. However, this study shows that the topology in G-normed space is the same as the topology in normed linear space. The process of constructing topological similarities is carried out by showing that the basis for the topology in G-normed space is the same as the basis for the topology in normed linear space. This results in the topology in G-normed space same as the topology in normed linear space. Therefore the G-normed space is not an generalization of the normed linear space.}
}