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Michael Kohlhase
Michael Kohlhase
Informatik, FAU Erlangen-Nürnberg
Verified email at fau.de - Homepage
Title
Cited by
Cited by
Year
OMDoc--An Open Markup Format for Mathematical Documents [version 1.2]: Foreword by Alan Bundy
M Kohlhase
Springer, 2006
485*2006
Mathematical markup language (MathML) version 2.0 . W3C Recommendation
R Ausbrooks, S Buswell, D Carlisle, S Dalmas, S Devitt, A Diaz, ...
World wide web consortium 2003, 2003
2452003
Ωmega: Towards a mathematical assistant
C Benzmüller, L Cheikhrouhou, D Fehrer, A Fiedler, X Huang, M Kerber, ...
Automated Deduction—CADE-14: 14th International Conference on Automated …, 1997
2391997
A search engine for mathematical formulae
M Kohlhase, I Sucan
International conference on artificial intelligence and symbolic computation …, 2006
2222006
The open math standard
S Buswell, O Caprotti, DP Carlisle, MC Dewar, M Gaetano, M Kohlhase
version 2.0. Technical report, The Open Math Society, 2004. http://www …, 2004
1972004
A scalable module system
F Rabe, M Kohlhase
Information and Computation 230, 1-54, 2013
1672013
Higher-order semantics and extensionality
C Benzmüller, CE Brown, M Kohlhase
The Journal of Symbolic Logic 69 (4), 1027-1088, 2004
1482004
MBase: Representing knowledge and context for the integration of mathematical software systems
M Kohlhase, A Franke
Journal of Symbolic Computation 32 (4), 365-402, 2001
1432001
Omdoc: Towards an internet standard for the administration, distribution, and teaching of mathematical knowledge
M Kohlhase
Artificial Intelligence and Symbolic Computation: International Conference …, 2001
1302001
Inference and computational semantics
P Blackburn, J Bos, M Kohlhase, H De Nivelle
Computing Meaning: Volume 2, 11-28, 2001
1242001
Using as a semantic markup format
M Kohlhase
Mathematics in Computer Science 2, 279-304, 2008
1172008
Proof Development with Ωmega
J Siekmann, C Benzmüller, V Brezhnev, L Cheikhrouhou, A Fiedler, ...
Automated Deduction—CADE-18: 18th International Conference on Automated …, 2002
1162002
System description: LEO—a higher-order theorem prover
C Benzmüller, M Kohlhase
International Conference on Automated Deduction, 139-143, 1998
1111998
NTCIR-12 MathIR Task Overview.
R Zanibbi, A Aizawa, M Kohlhase, I Ounis, Goran Topic, K Davila
NTCIR, 2016
1092016
NTCIR-11 Math-2 Task Overview.
A Aizawa, M Kohlhase, I Ounis, M Schubotz
NTCIR 11, 88-98, 2014
1052014
NTCIR-10 Math Pilot Task Overview.
A Aizawa, M Kohlhase, I Ounis
NTCIR, 1-8, 2013
882013
System Description: MathWeb, an Agent-Based Communication Layer for Distributed Automated Theorem Proving
H Ganzinger, A Franke, M Kohlhase
Automated Deduction—CADE-16: 16th International Conference on Automated …, 1999
871999
Agent-Oriented Integration of Distributed Mathematical Services.
A Franke, SM Hess, CG Jung, M Kohlhase, V Sorge
J. Univers. Comput. Sci. 5 (3), 156-187, 1999
861999
Integrating computer algebra into proof planning
M Kerber, M Kohlhase, V Sorge
Journal of Automated Reasoning 21, 327-355, 1998
841998
Ω-MKRP: A proof development environment
X Huang, M Kerber, M Kohlhase, E Melis, D Nesmith, J Richts, ...
Automated Deduction—CADE-12: 12th International Conference on Automated …, 1994
831994
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