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<record>
  <title>A New Method to Develop N-Symmetrizable Hilbert Spaces with Definite Sets</title>
  <journal>Journal of E - Technology</journal>
  <author>Sonja B. Chalamani, Elena T Kotevska, Marzanna J. Seweryn- Kumanovska</author>
  <volume>14</volume>
  <issue>3</issue>
  <year>2023</year>
  <doi>https://doi.org/10.6025/jet/2023/14/3/76-81</doi>
  <url>https://www.dline.info/jet/fulltext/v14n3/jetv14n3_2.pdf</url>
  <abstract>We constructed a crucial type of Hilbert Space with a new approach. We have explained the 3,2,p -N-symmetrizable Hilbert space with a set of (3,2,p)-metric d on it. The proposed Hilbert Space has significant topological structure and properties. Thus, the special topologies we suggested are able to add to the notion of metric spaces.</abstract>
</record>
