Convergence Properties On C* -algebra Valued Fuzzy Soft Metric Spaces And Related Fixed Point Theorems.pdf

MJM06020002.pdf
Preview of Convergence properties on C* -algebra valued Fuzzy soft metric spaces and Related fixed point theorems
🔗 Source: malayajournal.org
📊 Size: 1.45 MB
👤 Author: Author
⬇️ Downloads: 271

Summary

The article introduces the concept of C∗-algebra valued fuzzy soft metric space and proves convergence properties and related fixed point results. It defines a C∗-algebra valued fuzzy soft metric space as a mapping ˜dc∗: ˜E × ˜E →˜C satisfying certain conditions, where ˜C is a C∗-algebra and ˜E is the absolute fuzzy soft set. The authors establish fixed point theorems for self-mappings under different contraction conditions and provide examples and applications to integral equations to illustrate the usability of the obtained results.

Description

The article introduces the concept of C∗-algebra valued fuzzy soft metric space and proves convergence properties and related fixed point results.

Technical Information

  • File Format: PDF
  • File Size: 1.45 MB
  • Pages: 11
  • Language: EN
  • Author: Author
  • Total Downloads: 271
  • Last Updated: 7 days ago

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This PDF document about Convergence properties on C* -algebra valued Fuzzy soft metric spaces and Related fixed point theorems provides comprehensive information and guidance. Whether you're a beginner or advanced user, this resource offers valuable insights into Convergence properties on C* -algebra valued Fuzzy soft metric spaces and Related fixed point theorems.

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