Relationship between New Types of Transitive and Chaotic Maps

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Mohammed Nokhas Murad Kaki
Mohammed Nokhas Murad Kaki
α University of Sulaimani Faculty of Science and Science Education, School of Science, Math Department

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Relationship between New Types of Transitive and Chaotic Maps

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References

36 Cites in Article
  1. (2014). Correction for Lancet Diabetes Endocrinol 2014; published online March 25.
  2. G Arenas,J Dontchev,L Puertas (1998). Some covering properties of the α-topology.
  3. M Caldas,J Dontchev (1999). On space with hereditarily compact α-topologies.
  4. M Caldas (2003). A note on some applications of α-open sets.
  5. N Levine (1970). Generalized closed sets in topology.
  6. N Levine (1963). Semi open sets and semi continuity in topological spaces.
  7. N Ogata (1965). On some classes of nearly open sets.
  8. P Bhattacharya,K Lahiri (1987). Semi Generalized Open Sets and Generalized Semi Closed Sets in Topological Spaces.
  9. E Rosas,J Vielina (1998). Operator-compact and Operatorconnected spaces.
  10. S Kasahara (1979). Operation-compact spaces.
  11. S Crossley,S Hildebrand (1972). Semi-topological properties.
  12. N Maheshwari,S Thakur (1980). On α-irresolute mappings.
  13. M Ganster,I Reilly (1990). A decomposition of continuity.
  14. M Ganster,I Reilly (1989). Locally closed sets and LC‐continuous functions.
  15. N Bourbaki (1966). General Topology Part 1.
  16. N Veli (1966). cko, H-closed topological spaces.
  17. Raymond Dickman,Jack Porter (1975). <i>𝜃</i>-closed subsets of Hausdorff spaces.
  18. R Dickman,J Porter (1977). θ-perfect and θ-absolutely closed functions.
  19. Julian Dontchev,Haruo Maki (1998). Groups of θ-generalized homeomorphisms and the digital line.
  20. M Ganster,T Noiri,I Reilly (1988). Weak and strong forms of θ-irresolute functions.
  21. D Jankovic (1980). On some separation axioms and θ-closure.
  22. D Jankovic (1986). θ-regular spaces.
  23. J Joseph (1979). θ-closure and θ-subclosed graphs.
  24. S Fomin (1943). Extensions of Topological Spaces.
  25. S Iliadis,S Fomin (1966). THE METHOD OF CENTRED SYSTEMS IN THE THEORY OF TOPOLOGICAL SPACES.
  26. M Saleh (2003). On θ-continuity and strong θ-continuity.
  27. M Caldas,S Jafari,M Kovar (2004). Some properties of θ-open sets.
  28. P Long,L Herrington (1982). The τθ-topology and faintly continuous functions.
  29. M Caldas (2003). A note on some applications of α-open sets.
  30. F Khedr,T Noiri (1986). On θ-irresolute functions.
  31. Mohammed Nokhas,Murad (2012). Introduction to θ -Type Transitive Maps on Topological spaces.
  32. Mohammed Nokhas,Murad (2012). Topologically -Transitive Maps and Minimal Systems.
  33. R Engelking (1968). Outline of General Topology.
  34. M Nokhas Murad,Kaki,Ali Solaf,Hussain Conceptions of transitive maps in topological spaces.
  35. Mohammed Nokhas,Murad Relationship between New Types of Transitive Maps and Minimal Systems.
  36. Mohammed Nokhas,Murad Kaki New types of chaotic maps on topological spaces, International Relationship between New Types of Transitive and Chaotic Maps .

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

How to Cite This Article

Mohammed Nokhas Murad Kaki. 2014. \u201cRelationship between New Types of Transitive and Chaotic Maps\u201d. Global Journal of Research in Engineering - F: Electrical & Electronic GJRE-F Volume 14 (GJRE Volume 14 Issue F5): .

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Journal Specifications

Crossref Journal DOI 10.17406/gjre

Print ISSN 0975-5861

e-ISSN 2249-4596

Version of record

v1.2

Issue date

August 4, 2014

Language
en
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Relationship between New Types of Transitive and Chaotic Maps

Mohammed Nokhas Murad Kaki
Mohammed Nokhas Murad Kaki University of Sulaimani

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