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On the notion of derived tameness:

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Bibliographic Details
Main Authors:	Geiss, Christof (Author), Krause, Henning 1962- (Author)
Format:	Book
Language:	English
Published:	Bielefeld Sonderforschungsbereich 343 2000
Series:	Sonderforschungsbereich Diskrete Strukturen in der Mathematik <Bielefeld>: Preprint 2000,79
Physical Description:	20 S. 30 cm

Staff View

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Record in the Search Index

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illustrated	Not Illustrated
indexdate	2024-12-20T10:49:58Z
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language	English
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series	Sonderforschungsbereich Diskrete Strukturen in der Mathematik <Bielefeld>: Preprint
series2	Sonderforschungsbereich Diskrete Strukturen in der Mathematik <Bielefeld>: Preprint
spelling	Geiss, Christof Verfasser aut On the notion of derived tameness by Christof Geiss and Henning Krause. [Universität Bielefeld, Sonderforschungsbereich 343, Diskrete Strukturen in der Mathematik] Bielefeld Sonderforschungsbereich 343 2000 20 S. 30 cm txt rdacontent n rdamedia nc rdacarrier Sonderforschungsbereich Diskrete Strukturen in der Mathematik <Bielefeld>: Preprint 2000,79 Krause, Henning 1962- Verfasser (DE-588)1126055913 aut Sonderforschungsbereich Diskrete Strukturen in der Mathematik <Bielefeld>: Preprint 2000,79 (DE-604)BV008195962 2000,79
spellingShingle	Geiss, Christof Krause, Henning 1962- On the notion of derived tameness Sonderforschungsbereich Diskrete Strukturen in der Mathematik <Bielefeld>: Preprint
title	On the notion of derived tameness
title_auth	On the notion of derived tameness
title_exact_search	On the notion of derived tameness
title_full	On the notion of derived tameness by Christof Geiss and Henning Krause. [Universität Bielefeld, Sonderforschungsbereich 343, Diskrete Strukturen in der Mathematik]
title_fullStr	On the notion of derived tameness by Christof Geiss and Henning Krause. [Universität Bielefeld, Sonderforschungsbereich 343, Diskrete Strukturen in der Mathematik]
title_full_unstemmed	On the notion of derived tameness by Christof Geiss and Henning Krause. [Universität Bielefeld, Sonderforschungsbereich 343, Diskrete Strukturen in der Mathematik]
title_short	On the notion of derived tameness
title_sort	on the notion of derived tameness
volume_link	(DE-604)BV008195962
work_keys_str_mv	AT geisschristof onthenotionofderivedtameness AT krausehenning onthenotionofderivedtameness

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