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1. Coherent rings and absolutely pure covers.

2. A Note on the Artinian Cofinite Modules.

3. Some results on the cofiniteness and annihilators of local cohomology modules.

4. von Neumann regular modules.

5. Asymptotic Periodicity of Primes Associated to Multigraded Modules.

6. C-Pure Projective Modules.

7. On Generalized Cohen–Macaulay Canonical Modules.

8. Differential Criterion of Complete Regular Local Rings.

9. Cohomological Dimension of Complexes#.

10. Gorenstein Injective and Gorenstein Flat Resolution of Modules Over Gorenstein Rings#.

11. Homological Characterizations of Rings with Property (P).

12. On Nonnil-Noetherian Rings.

13. HIGHER PRODUCT LEVELS OF NONCOMMUTATIVE RINGS.

14. The completion and Krull’s generalized principal ideal theorem on r-Noetherian rings.

15. Weakly left localizable rings.

16. Hochster’s small MCM conjecture for three-dimensional weakly F-split rings.

17. When Essential Extensions of Finitely Generated Modules are Finitely Generated.

18. Neat-flat Modules.

19. Some Results on Generalized Local Cohomology Modules.

20. Absolutely s -Pure Modules and Neat-Flat Modules.

21. Noncommutative Gröbner Bases over Rings.

22. Completions of Hypersurface Domains.

23. The Noetherian Properties of the Rings of Differential Operators on Central 2-Arrangements.

24. Modules Which are Isomorphic to Their Factor Modules.