Aktuelle Lehrveranstaltungen
vorige
- AvH 2017-
- AvH 2021/22:Mathematik Klasse 10D,
Informatik 10A,B,C,D,R; 9B,C,D; 8A; 7B,C,D.
- AvH 2020/21: Mathematik Klasse 9D, 12ma2
Informatik Klasse 5A, 6A, 7C, 8A, 8B, 8C, 8R, 9B, 9D, 10B, 10C, 10R, 11inf3
Wahlpflicht Informatik Klasse 10  .
- AvH 2019/20: Mathematik Klasse 8D, 11ma2, 12ma4,
Informatik Klasse 6A, 7D, 8D, 8B, 10B, 10C,
Projektfach Mathematik/Informatik Klasse 11, Wahlpflicht Informatik Klasse 10 .
- AvH 2018/19: Mathematik Klasse 7D, 8B, 10C, 11ma4,
Informatik Klasse 7B, 7D, 10A/C,
Projektfach Mathematik/Informatik Klasse 11
- AvH 2017/18: Mathematik Klasse 5A, 7B, 9C, 10B.
Informatik Klasse 9, 10, Projektfach Mathematik/Informatik Klasse 11.
- TU Darmstadt 2011-2017
- Vorlesung "Topologie" SoSe 2017
- Seminar Topologie SoSe 2017 Infoseite
- Vorlesung "Lineare Algebra für Physik II" SoSe 2016
- Vorlesung "Topologie" SoSe 2016
- Vorlesung "Lineare Algebra für Physik I" WiSe 2015/16
- Proseminar WiSe 2015 "Das Auswahlaxiom"
- Vorlesung "Topologie" SoSe 2015
- Seminar Topologie SoSe 2015 "Kategorielle Aspekte in der Topologie"
- Proseminar WiSe 2014 "Grundbegriffe der Kategorientheorie"
- Topologie-Seminar SoSe 2014, "Theory of Correspondences"
- Vorlesung "Mannigfaltigkeiten" WiSe 2013/14
- Vorlesung "Topologie" SoSe 2013
- Proseminar WiSe 2012 "Einführung in die Mengentheoretische Topologie"
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Publikationen
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Bartsch, R., Kuhlmann, K., Kuhlmann, F.-V.; "Construction of ball spaces and the notion of continuity",
New Zeal. J. of Math. , Vol.51, 49–64 (2021)
Zbl
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Bartsch, R., Poppe, H.; "An abstract algebraic-topological approach to the notions of a first and a second dual space III", New
Zeal. J. of Math. , Vol.46, 1-8 (2016)
Zbl,
MathRev
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Bartsch, R.; "Vietoris hyperspaces as quotients of natural function spaces", Rostock. Math. Kolloq. 69, 55-66, 2014/15
Zbl, MathRev
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 Bartsch, R.;
"Allgemeine Topologie", 2. korrigierte und erweiterte Auflage, ISBN 978-3110406177, De Gruyter Verlag, 2015
Zbl
Errata & Ergänzungen
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Wiese, R., Kersten, H., Wiese, G., Bartsch, R.; "Energy influx measurements with an active thermal probe in plasma-technological processes", EPJ Techniques and Instrumentation 2015, 2:2,
DOI: 10.1140/epjti/s40485-015-0013-y
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Bartsch, R., Poppe, H.; "An abstract algebraic-topological approach to the notions of a first and a second dual space II", IJPAM, Vol. 84 Nr. 5, 651-667, 2013 (ISSN 1311-8080)
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Bartsch, R., Poppe, H.; "Compactness in function spaces with splitting topologies", Rostock. Math. Kolloq. 66, 69–73, 2011
Zbl,
MathRev
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Bartsch, R., Poppe, H.; "An abstract algebraic-topological approach to the notions of a first and a second dual space I", in:
Somashekhar Naimpally, Giuseppe Di Maio (eds.), "Theory and Applications of Proximity, Nearness and Uniformity", Quaderni di Matematica, Vol 22, 2009 (ISBN 978-88-548-2857-5)
Zbl,
MathRev
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Bartsch, R.; "On a space of compactoid filters",
Proceedings of the International Conference on Theory and Applications of Mathematics and Informatics,
ICTAMI 2007, Alba Iulia Aeternitas Publishing House, Alba Iulia 2008
Zbl
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 Bartsch, R.;
"Allgemeine Topologie I", ISBN 978-3-486-58158-4, Oldenbourg Wissenschaftsverlag München, 2007
Rezension auf dem Matheplaneten
Errata & Ergänzungen
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Bartsch, R.; "On a nice embedding and the Ascoli theorem", New
Zeal. J. of Math. , Vol.33, No. 1, 25-39 (2004)
Zbl,
MathRev
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Bartsch, R., Poppe, H.; "A short
note on hit-and-miss hyperspaces", Appl.Gen.Topology, Vol. 4, No. 2, 281-288 (2003)
Zbl, MathRev
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Bartsch, René; "Compactness
Properties for some Hyperspaces and Function Spaces" , (ISBN 3-8322-0771-6),
Aachen
2002
Zbl
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Bartsch, R., Poppe, H.; "Compactness
for a class of hit-and-miss hyperspaces", Rend. Circ. Mat. Palermo, Ser. II, Vol.51 (2002), 317-324
Zbl, MathRev
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Bartsch, R., Poppe, H.; "Zur
Notwendigkeit der Topologie in Funktionenräumen", in: "Mathematik
interdisziplinär", Aachen
2000 , 257-270
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Bartsch, R., Poppe, H.; "On relative
countable compactness", Proc. II Congreso Iberoamericano de topologia y
sus Aplicaciones, 1997
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Bartsch, R., Dencker, P., Poppe,
H.; "Ascoli-Arzela-Theory based on continuous convergence in an (almost)
non-Hausdorff setting", in "Categorical
Topology"; Dordrecht 1996 , 221-240
Zbl, MathRev
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Bartsch,
R., Poppe, H.; "How to generalize the notion of a k-space", Abstr.
8th
Prague Topological Symposium (1996) , 115-119
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Bartsch, R., Pazderski, G.; "Über
Gruppen, deren irreduzible Charaktere sämtlich quasiprimitiv sind",
Sitz.ber. Math.-Nat.wiss. Kl., Akad. Gem.nütz. Wiss. Erfurt 7,
1-17 (1996). [ISSN 0940-2241]
Zbl, MathRev
letzte Änderung 2022-01-19-18:55
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