BibSLEIGH
BibSLEIGH corpus
BibSLEIGH tags
BibSLEIGH bundles
BibSLEIGH people
EDIT!
CC-BY
Open Knowledge
XHTML 1.0 W3C Rec
CSS 2.1 W3C CanRec
email twitter
Travelled to:
1 × Czech Republic
1 × Denmark
1 × Greece
1 × Hungary
1 × Israel
1 × Spain
1 × Sweden
1 × The Netherlands
2 × Canada
2 × France
2 × Germany
2 × Italy
2 × Portugal
2 × USA
Collaborated with:
H.Vogler I.Meinecke G.Rahonis P.Gastin D.Kuske R.Göbel P.Babari V.Perevoshchikov S.Dück B.Pibaljommee K.Quaas G.Zhang F.Bracho Z.Ésik W.Kuich B.Seselja A.Tepavcevic
Talks about:
weight (17) automata (13) logic (8) theorem (7) languag (5) domain (4) schützenberg (3) concurr (3) formal (3) power (3)

Person: Manfred Droste

DBLP DBLP: Droste:Manfred

Contributed to:

LATA 20152015
ICALP (2) 20142014
LATA 20142014
DLT 20132013
DLT 20132014
CIAA 20122012
DLT 20112011
CIAA 20102010
CIAA 20102011
DLT 20102010
FoSSaCS 20082008
CIAA 20072007
DLT 20062006
ICALP 20052005
ICALP 20032003
ICALP 20012001
ICALP 19971997
DLT 19951995
ICALP 19941994
ICALP 19931993
ICALP 19901990
LICS 19901990
CSL 19891989
AFL 20172017

Wrote 24 papers:

LATA-2015-BabariD #automaton #logic #theorem
A Nivat Theorem for Weighted Picture Automata and Weighted MSO Logic (PB, MD), pp. 703–715.
ICALP-v2-2014-DrosteP #automaton #distance #logic #theorem
A Nivat Theorem for Weighted Timed Automata and Weighted Relative Distance Logic (MD, VP), pp. 171–182.
LATA-2014-DrosteD #automaton #infinity #logic #word
Weighted Automata and Logics for Infinite Nested Words (MD, SD), pp. 323–334.
DLT-2013-DrosteV #context-free grammar #theorem
The Chomsky-Schützenberger Theorem for Quantitative Context-Free Languages (MD, HV), pp. 203–214.
DLT-J-2013-DrosteV14 #context-free grammar #theorem
The Chomsky-SCHüTzenberger Theorem for Quantitative Context-Free Languages (MD, HV), pp. 955–970.
CIAA-2012-DrosteP #automaton #logic #word
Weighted Nested Word Automata and Logics over Strong Bimonoids (MD, BP), pp. 138–148.
DLT-2011-DrosteMST #composition #finite
A Cascade Decomposition of Weighted Finite Transition Systems (MD, IM, BS, AT), pp. 472–473.
CIAA-2010-DrosteM #regular expression
Regular Expressions on Average and in the Long Run (MD, IM), pp. 211–221.
CIAA-J-2010-DrosteM11 #automaton #monad #regular expression
Weighted Automata and Regular Expressions over Valuation Monoids (MD, IM), pp. 1829–1844.
DLT-2010-DrosteV #automaton #bound #logic #multi #theorem
Kleene and Büchi Theorems for Weighted Automata and Multi-valued Logics over Arbitrary Bounded Lattices (MD, HV), pp. 160–172.
FoSSaCS-2008-DrosteQ #automaton #theorem
A Kleene-Schützenberger Theorem for Weighted Timed Automata (MD, KQ), pp. 142–156.
CIAA-2007-DrosteR #automaton #logic
Weighted Automata and Weighted Logics with Discounting (MD, GR), pp. 73–84.
DLT-2006-DrosteR #automaton #infinity #logic #word
Weighted Automata and Weighted Logics on Infinite Words (MD, GR), pp. 49–58.
ICALP-2005-DrosteG #automaton #logic
Weighted Automata and Weighted Logics (MD, PG), pp. 513–525.
ICALP-2003-DrosteK
Skew and Infinitary Formal Power Series (MD, DK), pp. 426–438.
ICALP-2001-DrosteZ
Rational Transformations of Formal Power Series (MD, GQZ), pp. 555–566.
ICALP-1997-DrosteG #on the
On Recognizable and Rational Formal Power Series in Partially Commuting Variables (MD, PG), pp. 682–692.
DLT-1995-DrosteK #composition #quantifier
Trace Languages Definable with Modular Quantifiers (MD, DK), pp. 386–395.
ICALP-1994-Droste #concurrent #monad #theorem
A KLeene Theorem for Recognizable Languages over Concurrency Monoids (MD), pp. 388–399.
ICALP-1993-BrachoD #automaton #concurrent
From Domains to Automata with Concurrency (FB, MD), pp. 669–681.
ICALP-1990-Droste #automaton #concurrent
Concurrency, Automata and Domains (MD), pp. 195–208.
LICS-1990-DrosteG #formal method #programming language #semantics
Universal Domains in the Theory of Denotational Semantics of Programming Languages (MD, RG), pp. 19–34.
CSL-1989-DrosteG #effectiveness #information management
Effectively Given Information Systems and Domains (MD, RG), pp. 116–142.
AFL-2017-DrosteEK #automaton
The Triple-Pair Construction for Weighted ω-Pushdown Automata (MD, , WK), pp. 101–113.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.