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Page 1: Modeling the Macro-Behavior of Learning Object Repositories

Modeling the Macro-Behavior of Learning Object

Repositories

Xavier OchoaEscuela Superior Politécnica del Litoral

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http://www.slideshare.net/xaoch

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Publishing Learning Objects

• It is a “simple” process:– Upload or point to the material– Fill some metadata– Share!

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Publishing Learning Objects

• This simple process determines the micro-behavior of contributors and consumers

• This give rise to complex macro-behavior at the repository level once hundreds or thousands of individuals are aggregated

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From Micro to Macro

• Studied for other fields– Publication of papers– Application for patents– Economic transactions

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Growth in Objects

• Some grow linearly others exponentially

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Objects per Contributor

• Heavy-tailed distributions (no bell curve)

LORP - LORFLotka

“fat-tail”

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Objects per Contributor

• Heavy-tailed distributions (no bell curve)

OCW - LMSWeibull

“fat-belly”

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Objects per Contributor

• Heavy-tailed distributions (no bell curve)

IRExtreme Lotka

“big-head”

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Objects per Contributor – Impl.

There is no such thing as an “average user”

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Engagement is the key

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Enagement is the key

LMSs are the best type of Repository!!!

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Modeling LOR

• Publication Rate Distribution (PRD)

• Lifetime Distribution (LTD)

• Contributor Growth Function (CGF)

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Modeling LOR

• The period of time, measured in days is selected.• The Contributor Growth Function (CGF) is used to

calculate the size of the contributor population • A virtual population of contributors of the calculated

size is created.• For each contributor:

– the two basic characteristics, publication rate and lifetime are assigned (PRD) and (LTD)

• Each contributor is assigned a starting date (CGF). • The simulation is run

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Modeling LOR

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Model Validation

• To validate this model we compare the simulated results against the data extracted from real repositories.

• Three characteristics of the repository are compared: – distribution of the number of publications among

contributors (N)– the shape of the content growth function (GF)– the final size of the repository (S).

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Model Validation Parameter Estimation

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Model ValidationComparison of results N

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Model Validation

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Conclusions

• Simple assumptions:– how frequently the contributors publish material

(publication rate)– how much time they persist in their publication efforts

(lifetime)– at which rate they arrive at the repository (contributor

growth function). • Predict:

– distribution of publications among contributors– the shape of the content growth function– final size of the repository.

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Conclusions

• Simple model that presents errors… but it is TESTABLE

• New models can be constructed and tested to determine if they are better or worst

• Give a way to measure the goodness of the ideas

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Conclusions

• Altering the lifetime distribution (that is engagement) change the kind of growth of the repository

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Gracias / Obrigado / Thank you

Xavier [email protected]://ariadne.cti.espol.edu.ec/xavierTwitter: @xaoch


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