Ryszard Engelking Explained
Ryszard Engelking (16 November 1935 – 16 November 2023) was a Polish mathematician. He was working mainly on general topology[1] and dimension theory. He is the author of several influential monographs in this field. The 1989 edition of his General Topology is nowadays a standard reference for topology.[2] Engelking died on 16 November 2023, his 88th birthday.[3]
Scientific work
Apart from his books, Ryszard Engelking is known, among other things, for a generalization to an arbitrary topological space of the "Alexandroff double circle",[4] [5] for works on completely metrizable spaces, suborderable spaces and generalized ordered spaces.[6] The Engelking–Karlowicz theorem, proved together with Monica Karlowicz, is a statement about the existence of a family of functions from
to
with topological
[7] and
set-theoretical[8] applications.
Books
Engelking's books include:
- Book: R. Engelking . Outline of General Topology . North-Holland, Amsterdam . 1968 . translated from Polish.
- Book: R. Engelking . General Topology . PWN, Warsaw . 1977 .
- Book: R. Engelking . Dimension Theory . North-Holland, Amsterdam . 1978 .
- Book: R. Engelking . General Topology. Revised and completed edition . Heldermann Verlag, Berlin . 1989 . 3-88538-006-4 .
- Book: R. Engelking . Theory of Dimensions: Finite and Infinite . Heldermann Verlag, Berlin . 1995 . 3-88538-010-2 .
Notes and References
- Book: Instytut Historii Nauki, Oświaty i Techniki (Polska Akademia Nauki. Kwartalnik historii nauki i techniki. 12 June 2011. 1980. Panstwowe Wydawnictwo Naukowe.. pl. 704.
- K.P. Hart, J.-I. Nagata and J.E. VaughanEditors, Encyclopedia of general Topology, Elsevier 2003, p. vii
- Web site: Ryszard Engelking, Warszawa, 20.11.2023 - nekrolog . 21 November 2023 . nekrologi.wyborcza.pl.
- Haruto Ohta, Special Spaces, Chapter b-13 in Encyclopedia of general Topology.
- R. Engelking, On the double circumference of Alexandroff, Bull. Acad. Polon. Sci. 16 (1968), 629–634.
- Encyclopedia of general Topology, pp. 204, 206, 252 and 328
- Ryszard Engelking and Monica Karlowicz, Some theorems of set theory and their topological consequences, Fundamenta Mathematicae, 57, 275–285, 1965.
- Uri Abraham and Menachem Magidor, Cardinal Arithmetic, Ch. 14 in Handbook of Set Theory (Matthew Foreman, Akihiro Kanamori,Editors) pp. 1223, 1226.