M. Kohlhase

Publications375
h-index37
Citations5,124
Highly Influential Citations183
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Mathematical Markup Language (MathML) Version 3.0
TLDR
This specification of the markup language MathML is intended primarily for a readership consisting of those who will be developing or implementing renderers or editors using it, or software that will communicate using MathML as a protocol for input or output.
OMDoc - An Open Markup Format for Mathematical Documents [version 1.2]
  • M. Kohlhase
  • Computer Science
    Lecture Notes in Computer Science
  • 1 September 2006
TLDR
In contrast to the OMDoc format, this report is a total re-write, it closes many documentation gaps, clarifies various remaining issues and adds a multitude of new examples.
A Search Engine for Mathematical Formulae
TLDR
A search engine for mathematical formulae and a generic language extension approach that allows constructing queries by minimally annotating existing representations that results in a scalable application are presented.
NTCIR-12 MathIR Task Overview
TLDR
This overview paper summarizes the task design, corpora, submitted runs, results, and the approaches used by participating groups of the NTCIR-12 MathIR Task.
MathDox : mathematical documents on the web
TLDR
OMDoc: Open Mathematical Documents, an OMDoc Primer, and the RelaxNG Schemata for Mathematical Objects.
System Description: LEO - A Higher-Order Theorem Prover
TLDR
Leo uses a higher-order Logic based upon Church's simply typed λ-calculus, so that the comprehension axioms are implicitly handled by αβη-equality, and extensionality principles are build in into Leo’s unification, and hence do not have to be axiomatized in order to achieve Henkin completeness.
NTCIR-10 Math Pilot Task Overview
TLDR
An overview of a new pilot task, the NTCIR Math Task, which is specifically dedicated to information access to mathematical content, as well as the main approaches deployed by the participating groups.
System Description: MathWeb, an Agent-Based Communication Layer for Distributed Automated Theorem Proving
TLDR
The MathWeb system provides the functionality to turn existing theorem proving systems and tools into mathematical services that are homogeneously integrated into a networked proof development environment.
An Open Markup Format for Mathematical Documents
tex 6154 2006-10-03 11:31:31Z VIII
Proof Development with OMEGA
The Ωmega proof development system [2] is the core of several related and well integrated research projects of the Ωmega research group.
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