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On Generalizations of Projective QTAG-Modules

Author

Listed:
  • Fahad Sikander
  • Firdhousi Begam
  • Tanveer Fatima
  • Seçil Çeken

Abstract

In this manuscript, we define the class of ω1-weakly α-projective QTAG-modules for the infinite ordinal α and provide its systematic study for the finite ordinal. Furthermore, we generalize this class to ω.2+n-projective modules and obtain some characterizations. We also study the ω-totally weak ω.2+n-projective modules under the formation of ω1-bijections.

Suggested Citation

  • Fahad Sikander & Firdhousi Begam & Tanveer Fatima & Seçil Çeken, 2023. "On Generalizations of Projective QTAG-Modules," Journal of Mathematics, Hindawi, vol. 2023, pages 1-7, June.
  • Handle: RePEc:hin:jjmath:3175455
    DOI: 10.1155/2023/3175455
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