On a lower continuity of upper continuous mappings with values in the Sorgenfrey line(in Ukrainian) | |
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1. Kenderov P.S. Multivalued mapping and its properties like to continuity// Uspekhi mat. nauk. – 1980. – V.35, ¹3. – P. 194–196. (in Russian) 2. Debs G. Points de continuite d’une function separement continue// Proc. Amer. Math. Soc. – 1986. – V.97, ¹1. – P. 167–176. 3. Kozhukar O.G., Maslyuchenko V.K. Around Debs theorem on multivalued mappings// Nauk. visn. Chernivetskoho un-tu. Matematyka. – 2004. – V.191–192. – P. 61–66. (in Ukrainian) 4. Maslyuchenko V.K., Fotiy O.G. Lower semi-continuous maspping with compact-values in the Sorgenfrey line// Mat. Stud. – 2005. – V.24, ¹2. – P. 203–206. (in Ukrainian) 5. Maslyuchenko V.K., Fotiy O.G. Upper continuous mapping into the Sorgenfrey line// Nauk. visn. Chernivetskoho un-tu. Matematyka. – 2005. – V.269. – P. 68–72. (in Ukrainian) 6. Maslyuchenko V.K., Fotiy O.G. Stbility of upper continuous two-valued mapping into the Sorgenfrey line// Ukr. mat. zhurn. – 2007. – V.59, ¹8. – P. 1034–1039. (in Ukrainian) 7. Maslyuchenko V.K., Maslyuchenko O.V., Fotiy O.G. Space of n-point sets and n-valued mappings// Dopovidi NAN Ukrajiny. – 2006. – V.10. – P. 24–27. (in Ukrainian) 8. Engelking R. General topology. – M.: Mir, 1986, 752 p. (in Russian) 9. Fotiy O.G. Conection betveen different types of continuity of multivalued mappings: Dys...kand. fiz.-mat. nauk: 01.01.01. – Chernivtsi, 2007, 122 p. 10. Maslyuchenko V.K., Maslyuchenko O.V., Fotiy O.G. Finite-valued upper continuous with values in the Sorgenfrey line// Vseukr. nauk. konf. “Suchasni problemy teoriji jmovirnostej ta matematychnoho analizu.” Tezy dopovidej. 2011, Vorokhta. – Ivano-Frankivsk: Prykarp. nats. un-t. im. V. Stefanyka. – P. 54–55. (in Ukrainian) 11. Saint Raymond J. Jeux topologiques et espace de Namioka// Proc. Amer. Math. Soc. – 1983. – V.87, ¹3. – P. 499–504. 12. Christensen J.P. Joint continuity of separately continuous function// Proc. Amer. Math. Soc. – 1981. – V.82, ¹3. – P. 455–461. 13. Kuratovsky K. Topology, V.1. – Moskow: Mir, 1966. – 596 p. (in Russian) 14. Breckenridge J.C., Nishiura T. Partial continuity, quasicontinuity and Baire spaces// Bull. Inst. Acad. Sinica. – 1976. – V.4, ¹2. – P. 191–203. |
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Volume | 40 |
Issue | 1 |
Year | 2013 | Journal | Matematychni Studii |
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