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Bayesian networks for incomplete data analysis in form processing

Identifieur interne : 000C78 ( Main/Exploration ); précédent : 000C77; suivant : 000C79

Bayesian networks for incomplete data analysis in form processing

Auteurs : Emilie Philippot [France] ; Santosh K. C. [France] ; Abdel Belaïd [France] ; Yolande Belaïd [France]

Source :

RBID : Hal:hal-01099727

English descriptors

Abstract

In this paper, we study Bayesian network (BN) for form identification based on partially filled fields. It uses electronic ink-tracing files without having any information about form structure. Given a form format, the ink-tracing files are used to build the BN by providing the possible relationships between corresponding fields using conditional probabilities, that goes from individual fields up to the complete model construction. To simplify the BN, we sub-divide a single form into three different areas: header, body and footer, and integrate them together, where we study three fundamental BN learning algorithms: Naive, Peter & Clark (PC) and maximum weighted spanning tree (MWST). Under this framework, we validate it with a real-world industrial problem i.e., electronic note-taking in form processing. The approach provides satisfactory results, attesting the interest of BN for exploiting the incomplete form analysis problems, in particular.

Url:
DOI: 10.1007/s13042-014-0234-4


Affiliations:


Links toward previous steps (curation, corpus...)


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<div type="abstract" xml:lang="en">In this paper, we study Bayesian network (BN) for form identification based on partially filled fields. It uses electronic ink-tracing files without having any information about form structure. Given a form format, the ink-tracing files are used to build the BN by providing the possible relationships between corresponding fields using conditional probabilities, that goes from individual fields up to the complete model construction. To simplify the BN, we sub-divide a single form into three different areas: header, body and footer, and integrate them together, where we study three fundamental BN learning algorithms: Naive, Peter & Clark (PC) and maximum weighted spanning tree (MWST). Under this framework, we validate it with a real-world industrial problem i.e., electronic note-taking in form processing. The approach provides satisfactory results, attesting the interest of BN for exploiting the incomplete form analysis problems, in particular.</div>
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