Ordinary, super and hyper relators can be used to treat the various generalized open sets in a unified way
From MaRDI portal
Publication:2080505
DOI10.1007/978-3-030-84122-5_39zbMath1496.54003OpenAlexW4285378646MaRDI QIDQ2080505
Themistocles M. Rassias, Árpád Száz
Publication date: 7 October 2022
Full work available at URL: https://doi.org/10.1007/978-3-030-84122-5_39
Related Items
Contra Continuity Properties of Relations in Relator Spaces, A unified treatment of generalized closed sets in topological spaces
Cites Work
- A particular Galois connection between relations and set functions.
- Weak structures
- Quasi-uniformization of topological spaces
- Further remarks on the formula for \(\gamma\)-interior
- Remarks on \(\gamma\)-interior
- Remarks on quasi-topologies
- On \(\alpha\)-continuity in topological spaces
- Basic tools and mild continuities in relator spaces
- Inverse and symmetric relators
- Relators generating the same generalized topology
- Connector theory
- Modifications of relators
- On the \(\gamma\)-interior and \(\gamma\)-closure of a set
- Generalized open sets
- On the topology generated by semi-regular sets
- Corelations are more powerful tools than relations
- On group algebras with metabelian unit groups
- A general framework for studying certain generalized topologically open sets in relator spaces
- Super and hyper products of super relations
- Set-theoretic properties of generalized topologically open sets in relator spaces
- Generalizations of some ordinary and extreme connectedness properties of topological spaces to relator spaces
- Metrizability of certain countable unions
- A unification of weakening of open and closed subsets in a topological space
- Pretopologies, preuniformities and probabilistic metric spaces
- On some classes of nearly open sets
- Construction of quasi-uniformities
- New concepts in the theory of topological space-supercondensed set, subcondensed set, and condensed set
- On uniformities generated by equivalence relations
- Generalized open sets in generalized topologies
- Lebesgue relators
- γ-quasi-open sets
- Indexed Systems of Neighborhoods for General Topological Spaces
- Birelator Spaces Are Natural Generalizations of Not Only Bitopological Spaces, But Also Ideal Topological Spaces
- Introduction to Boolean Algebras
- Applications of pre-open sets
- Minimal structures, generalized topologies, and ascending systems should not be studied without generalized uniformities
- Semi-Open Sets and Semi-Continuity in Topological Spaces
- Mild Continuity Properties of Relations and Relators in Relator Spaces
- Remarks on $\gamma$-Quasi-open sets
- The lattices of families of regular sets in topological spaces
- Basic Tools, Increasing Functions, and Closure Operations in Generalized Ordered Sets
- Some Remarks on the Closure Operator in Topological Spaces
- On the Community of the Closure and Interior Operators in Topological Spaces
- On a theorem of Levine
- A Further Note on Closure and Interior Operators
- Two Theorems About Relations
- Intersection and Closure
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