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Using Discourse Context to Interpret Object-Denoting Mathematical Expressions

Wolska, Magdalena;  Grigore, Mihai;  Kohlhase, Michael — 2011

Towards a Digital Mathematics Library. Bertinoro, Italy, July 20-21st, 2011

We present a method for determining the context-dependent denotation of simple object-denoting mathematical expressions in mathematical documents. Our approach relies on estimating the similarity between the linguistic context within which the given expression occurs and a set of terms from a flat domain taxonomy of mathematical concepts; one of 7 head concepts dominating a set of terms with highest similarity score to the symbol’s context is assigned as the symbol’s interpretation. The taxonomy...

MathML-aware Article Conversion from LaTeX

Stamerjohanns, Heinrich;  Ginev, Deyan;  David, Catalin;  Misev, Dimitar;  Zamdzhiev, Vladimir;  Kohlhase, Michael — 2009

Towards a Digital Mathematics Library. Grand Bend, Ontario, Canada, July 8-9th, 2009

Publishing in Mathematics and theoretical areas in Computer Science and Physics has been predominantly using TeX/LaTeX as a formatting language in the last two decades. This large corpus of born-digital material is both a boon — LaTeX is semi-semantic format where the source often contains indications of the author’s intentions — and a problem — TeX is Turing-complete and authors use this freedom to use thousands of styles and millions of user macros. Several tools have been developed to convert...

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