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An annotated corpus and a grammar model of theorem description
An Annotated Corpus and a Grammar Model of
Theorem Description
Yusuke Baba1 and Masakazu Suzuki2
1 Graduate School of Mathematics, Kyushu University
2 Faculty of Mathematics, Kyushu University
6-10-1 Hakozaki, Higashi-ku, Fukuoka, 812-8581 Japan
{ma201040,suzuki}@math.kyushu-u.ac.jp
Abstract. Digitizing documents is becoming increasingly popular in
various fields, and training computers to understand the contents of dig-
itized documents is of growing interest. Since the early 90’s, research of
natural language processing using large annotated corpora such as the
Penn TreeBank has developed. Applying the methods of corpus-based
research, we built a syntactically annotated corpus of theorem descrip-
tions, using a book of set theory, and extracted a grammar model of
theorems from the obtained corpus, as the first step to understanding
mathematical documents by computer.
1 Introduction
In recent years, digitizing documents has become increasingly popular in various
fields, for example, in mathematics[1][2][3][4]. In connection with this movement,
understanding the contents of digitized documents by computer is of growing
interest[5][6].
The technology of understanding documents is applicable to useful systems
such as machine translation, summarization and search. In mathematics, there
are also particular application ideas of application e.g. the a system that trans-
lates descriptions of a proof into a language of proof-checker.
The fundamental technology of understanding documents by computer is
parsing. The effectiveness of the above-mentioned systems depends heavily on the
accuracy of the parser. Generally, parsing is complicated by the characteristics of
natural language such as ambiguity, omission and inversion. On the other hand,
since mathematical documents are written in logical and precise expressions, we
can expect that the typical methods of parsing for natural language give more
accurate results for mathematical documents.
The availability of large, syntac
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