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. 2010 Jun 3:4:6.
doi: 10.3389/fnbot.2010.00006. eCollection 2010.

Reading as active sensing: a computational model of gaze planning in word recognition

Affiliations

Reading as active sensing: a computational model of gaze planning in word recognition

Marcello Ferro et al. Front Neurorobot. .

Abstract

WE OFFER A COMPUTATIONAL MODEL OF GAZE PLANNING DURING READING THAT CONSISTS OF TWO MAIN COMPONENTS: a lexical representation network, acquiring lexical representations from input texts (a subset of the Italian CHILDES database), and a gaze planner, designed to recognize written words by mapping strings of characters onto lexical representations. The model implements an active sensing strategy that selects which characters of the input string are to be fixated, depending on the predictions dynamically made by the lexical representation network. We analyze the developmental trajectory of the system in performing the word recognition task as a function of both increasing lexical competence, and correspondingly increasing lexical prediction ability. We conclude by discussing how our approach can be scaled up in the context of an active sensing strategy applied to a robotic setting.

Keywords: SOM; active sensing; lexical representation network; prediction; reading; serial order encoding.

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Figures

Figure 1
Figure 1
Architecture of a THSOM.
Figure 2
Figure 2
THSOM temporal layer plasticity. (A) potentiation; (B) depression.
Figure 3
Figure 3
T2HSOM temporal layer plasticity. (A) potentiation; (B,C) depression.
Figure 4
Figure 4
Sample map during learning. Darker edges represent more probable transitions, and lighter edges represent less probable ones.
Figure 5
Figure 5
Representation of a capital “A” in the graphical grid.
Figure 6
Figure 6
Results of the word identification experiment for 66 words in the corpus. The vertical dotted line indicates the optimal confidence threshold. (A) THSOM model; (B) T2HSOM model.
Figure 7
Figure 7
Training corpus word frequency histogram (A) and saccade frequency histogram test results; (B) THSOM model; (C) T2HSOM model.
Figure 8
Figure 8
Transition probabilities over morpheme boundaries in CREDERE (‘believe’). (A) THSOM model; (B) T2HSOM model.
Figure 9
Figure 9
Results of the first algorithm having complete knowledge of the word statistics.

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