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January 2012 Volume 15 Number 1 - Educational Technology ...

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Feedback on Learning<br />

The learning feedback process involves three entities, namely, the learning feedback agent, the degree of vocabulary<br />

cognition calculation and the memory cycle calculation. The learning feedback agent obtains learning feedback from<br />

a learner and sends it for degree of vocabulary cognition calculation, which computes an ability value representing<br />

the current English vocabulary ability of the learner according to the feedback received. The learning feedback agent<br />

also triggers the memory cycle calculation to re-compute and update the memory cycles of the learned English<br />

vocabulary for an individual learner.<br />

Learning Feedback Scales<br />

In this study, a five-point Likert scale is used to indicate the extent to which a learner understands a recommended<br />

article, where 0.1, 0.3, 0.5, 0.7, and 0.9 indicate “Not at All”, “Not All”, “Moderately”, “Well”, and “Very Well”,<br />

respectively. Learner feedback helps to compute these values and also triggers the degree of vocabulary cognition<br />

calculations and memory cycle calculations.<br />

Degree of Vocabulary Cognition Calculations<br />

To continue presenting appropriate English articles to a learner, the system continuously monitors the English<br />

vocabulary ability of the learner by using the learning feedback collected. The Degree of Vocabulary Cognition is<br />

updated by using formula 1.<br />

new old feedbacki,<br />

d<br />

DVCi, k DVCi,<br />

k <br />

, k<br />

Articled<br />

(1)<br />

C<br />

new<br />

where DVC i,k is the new Degree of Vocabulary Cognition of word k for learner i after reading an article d, and<br />

old<br />

DVC i,<br />

k is the original DVC of word k for the same learner i. feedbacki,d represents the learning feedback that learner<br />

i gives after reading an article d, and C is a constant set to 20 (Saragi, Nation, & Meister, 1978).<br />

Memory Cycle Calculation<br />

The Memory Cycle Calculation computes and updates the memory cycles of the words that have been learned by a<br />

learner. In addition to using the formulae for adjusting memory cycles for vocabulary adapted from Chen and Chung<br />

(2008b), this research infers the relationships between words in an article and intelligently adjusts the memory cycles<br />

of those words that do not appear in immediate tests but are known to a learner. If a word appears in a recommended<br />

article, its memory cycle is updated using formula 2 derived from Chen and Chung (2008b).<br />

i,<br />

w<br />

WTt<br />

feedbacki,<br />

d<br />

i,<br />

w i,<br />

w<br />

MC<br />

d<br />

t MCt<br />

Ft<br />

DVC 1<br />

1<br />

1<br />

i,<br />

w <br />

i,<br />

w<br />

WTt<br />

i w<br />

where MC t<br />

,<br />

1<br />

(2)<br />

i w<br />

stands for the new memory cycle of the English word w for learner i, and MC t<br />

, stands for the<br />

previous memory cycle of the English word w for learner i. The memory cycle of a newly-learned word is initialized<br />

i w<br />

to zero in this study. Ft+1 represents the Fibonacci sequence, and WT t<br />

,<br />

is the number of recommended articles that<br />

contain word w on a particular day t for learner i. DVC i,<br />

w represents the Degree of Vocabulary Cognition of the<br />

English word w for learner i.<br />

Article Recommendation<br />

This study also maintains calculations on article topic preferences in learner portfolios. For intensive reading, fuzzy<br />

logic-based inference is used to find articles of a suitable difficulty level for a given learner. For each learner, the<br />

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