Torsten Fenske - Veröffentlichungen allgemein

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Leichtathletik 2015: DLV-Jahrbuch - Yumpuwww.yumpu.com › document › view › leichtathletik dlv-jahrbuch

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· Torsten Fenske (TSG Rohrbach) 5, Mark Neusser (Troisdorfer LG) 5, Thomas Müller (TSG Markkleeberg) 5,66. Dreisprung.

Rational cuspidal plane curves of type (d,d-4) with | SpringerLinklink.springer.com › article

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Torsten Fenske. manuscripta mathematica , D Bochum, Germany. e -, DE. Torsten Fenske. Authors.

An Analysis of Variance of Multiple Measurements on Subjects ...www.researchgate.net › publication › _A...

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Torsten Fenske. In the present paper we classify rational cuspidal plane curves with maximal multiplicity deg C - 4 and at least three cusps and where (V,D) ...

März/April TSG Rohrbach - YUMPUwww.yumpu.com › document › view › marz-april tsg-rohrbach

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· Torsten Fenske und Stefan Titz. (Stv. Abteilungsleiter), Annette ... Torsten Fenske · Stellvertreter:. Stefan Titz ...

Rational cuspidal plane curves of type (d,d-4) with | SpringerLink

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In the present paper we classify rational cuspidal plane curves with maximal multiplicity deg C - 4 and at least three cusps and

Free and nearly free divisors vs.rational cuspidal plane ...ResearchGate

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Rational 1- and 2-cuspidal plane curves. Article. Jan Torsten Fenske · View · Topologie des surfaces complexes compactes singulieres. Article. ›

Involutive Heegaard Floer homology and rational cuspidal curveswww.researchgate.net › publication › _I...

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Torsten Fenske. In the present paper we classify rational cuspidal plane curves with maximal multiplicity deg C - 4 and at least three cusps and x(Θv ) ≤

Uwe Storch - Wikidatawww.wikidata.org › wiki

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Torsten Fenske. 1 reference. stated in · Mathematics Genealogy Project · Ursula Franzen. 1 reference. stated in · Mathematics Genealogy Project.

Hubert Flenner - Wikidata

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Statements · Stefan Schröer · Holger Brenner · Sabine Meckbach · Hartwig von Essen · Frauke Steffen · Axel Kaiser · Heinke Conrads · Torsten Fenske. › wiki

Unser SportprogrammTSG Rohrbach

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Abteilungsleitung: Torsten Fenske. Jugend. U8 - U12 (6-11 Jahre). Montag Uhr. Freitag Uhr. IGH-Sporthalle. U14 / U16 ( Jahre).

Rational cuspidal curves of type (d,d-2) with one or two cuspsResearchGate

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— Torsten Fenske. In the present paper we classify rational cuspidal plane curves with maximal multiplicity deg C - 4 and at least three cusps ...

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