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Tobias Ganzow, Sasha Rubin Order-Invariant MSO is Stronger than Counting MSO in the Finite [Citation Graph (0, 0)][DBLP] CoRR, 2007, v:0, n:, pp:- [Journal]

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www.stacs-conf.org ORDER-INVARIANT MSO IS STRONGER THAN COUNTING MSO IN THE FINITE TOBIAS GANZOW ^ AND SASHA RUBIN ...

[ v1] Order-Invariant MSO is Stronger than Counting MSO in...

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Authors: Tobias Ganzow, Sasha Rubin. (Submitted on 26 Jun (this version), latest version 20 Mar (v2)). Abstract: We compare the ...

From grust at in.tum.de Tue Jan 2 05:52: From: grust at in ...lists.seas.upenn.edu › pipermail › types-announce

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... Chulalongkorn University, Thailand K. Sere, ?bo Akademi University, Finland J. B Lecturers are Gilles Barthe Orna Grumberg Martin Hyland Tobias Nipkow ... Bell Labs, Alcatel-Lucent, USA Antonin Kucera, Masaryk University in Brno, ... is stronger than counting MSO Tobias Ganzow (RWTH Aachen University) and ...

[ v2] Order-Invariant MSO is Stronger than Counting MSO in...

arxiv.org

DBLP - CS Bibliography. listing | bibtex · Tobias Ganzow ... From: Tobias Ganzow [view email] [v1] Tue, 26 Jun :16:18 GMT (14kb) [v2] Thu, 20 Mar

dblp: Order-Invariant MSO is Stronger than Counting MSO in the Finite.

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Bibliographic details on Order-Invariant MSO is Stronger than Counting MSO in the Finite.

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Order-Invariant MSO is Stronger than Counting MSO in the Finite {Tobias Ganzow and Sasha Rubin} ... {Order-Invariant MSO is Stronger than Counting MSO in the ...

25. STACS 2008: Bordeaux, France

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Tobias Ganzow, Sasha Rubin: Order-Invariant MSO is Stronger than Counting MSO in the Finite Electronic Edition · CiteSeerX · Google scholar ...

Order-Invariant MSO is Stronger than Counting MSO in the Finite -...

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Order-Invariant MSO is Stronger than Counting MSO in the Finite. Tobias Ganzow 1 Sasha Rubin 2. Détails. 1 Mathematische Grundlagen der Informatik.

Order-Invariant MSO is Stronger than Counting MSO in the Finite |...

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... this conjecture by presenting a class of structures that is order-invariantl... Tobias Ganzow, Sasha Rubin. Display Traffic Map Real-time Traffic ...

[TYPES/announce] Program for LCC'07 (early registration deadline May...

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Order-invariant MSO is stronger than counting MSO Tobias Ganzow (RWTH Aachen University) and Sasha Rubin (University of ...

STACS Bordeaux

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Tobias Ganzow and Sasha Rubin. Order-Invariant MSO is Stronger than Counting MSO in the Finite (mirror: Germany, France) 20:00-23:00: Banquet in Palais Rohan (City

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