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2. Some classes of topological spaces extending the class of \Delta-spaces.
3. Generalized metric spaces and the space of G-permutation degree.
4. An iterative method of fixed points for closed and quasi-strict pseudo-contractions in Banach spaces.
5. Convergence theorems of a modified hybrid algorithm for a family of quasi- φ-asymptotically nonexpansive mappings.
6. Images on locally separable metric spaces.
7. Degree of continuity for mappings of (L, M)-fuzzy topological spaces.
8. Some Normality-Type Properties, Topological Products, and Classes of Continuous Mappings.
9. Induced mappings on symmetric products of Hausdorff spaces.
10. On preserving continuity in ideal topological spaces.
11. ON CLOSED MAPPINGS OF σ-COMPACT SPACES AND DIMENSION.
12. Characterizing the paralation model using dynamic assignment
13. Paracompact locally Lindelöf spaces and <em>L</em>-systems.
14. Paracompact locally Lindelöf spaces and <Emphasis Type=”Italic”>L</Emphasis>-systems
15. Necessary and sufficient conditions for the existence of a saddle point in parametrized programmed differential games
16. Preservation of completeness under mappings in asymmetric topology
17. Inverse limits for spaces which generalize compact spaces
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