how social network analysis can help to measure cohesion in collaborative distance-learning

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1 FRE 2661 CSCL Conference, Bergen, june 2003 C. Reffay, T. Chanier How Social Network Analysis can help to measure cohesion in collaborative distance- learning Christophe REFFAY Thierry CHANIER Laboratoire d’Informatique de Franche- Comté Besançon - France

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How Social Network Analysis can help to measure cohesion in collaborative distance-learning. Christophe REFFAY Thierry CHANIER Laboratoire d’Informatique de Franche-Comté Besançon - France. Outline. Introduction Experiment : Simuligne learning session SNA computational models Cliques - PowerPoint PPT Presentation

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Page 1: How Social Network Analysis  can  help to measure cohesion in collaborative distance-learning

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FRE 2661

CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

How Social Network Analysis

can help to

measure cohesion in collaborative distance-learning

Christophe REFFAYThierry CHANIER

Laboratoire d’Informatique de Franche-Comté Besançon - France

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Outline

1. Introduction

2. Experiment : Simuligne learning session

3. SNA computational models

– Cliques

– Clusters

4. Conclusion

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

The problem

Distance:

Interaction data

Face-to-face:

Visual & Oral indices

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Our approach:

Hypothesis

• CL works well in « Active » groups.

• Collaboration requires communication

Questions• synthesis from

communication data • appropriateness• importance • computability

• Representation

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

How SNA can help ?

Social Network Analysis, based on:

• Group dynamics

• Social relationships models

• Graph theory

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

The central role of "Cohesion"

• Necessary for collaborative tasks

• Very important for social aspects

• Essential for motivation (no isolation)

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Cohesion ?

much more complex than… temperature, speed, or weight…

…Less physical, and more human !

Cohesion is an attractive "force" between individuals

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Cohesive subgroups

SNA (Wasserman & Faust, 1994) :

"Subsets of actors among whom there are relatively

strong, direct, intense, frequent or positive ties"

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Experiment : "Simuligne": distance learning course

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Research context : the ICOGAD project

Laboratoire dePsychologie de Nancy

(France)

partner

Laboratoire d'Informatiquede Franche-Comté

(France)

leader

Department ofLanguages - Open

University (UK)

partner

Programme COGNITIQUE 2000

Research Ministry of France

(53 K€)

Simuligne : The training session

ICOGAD Project

Analysis of interaction tracks from SimuLigne

Definition of needed indicators to follow a group

Development of new tools to plug in LMS

Simuligne : The training session

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Pedagogical hypothesis

To produce together

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

The learning context

• 100% at a distance• French as foreign language• Public : 40 adults

– English speakers– Advanced level in French– Web litterate

• Groups of 10 + tutor + 2 NS• LMS : WebCT• 30 hours over 10 weeks

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

The Simuligne organisationCoordinator

Aquitania Gallia Lugdunensis Narbonensis

Learners Learners Learners Learners

Tutor Tutor Tutor Tutor

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Simuligne Interaction data

• e-mail : 834 753 chars in 4 062 messages

• Forum : 879 015 chars in 2 686 messages

• Chat : 234 694 char. in 5 680 speach turns

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Communication graphs

• Only read (opened) messages.

• (separately) on E-mail or Forum

• for a given period

• Gives the number of messages sent by A

and read by B on the directed edge A->B

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Gallia E-mails over the whole training period

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The E-mail Graph matrix

For Gallia over the whole training period

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E-mails Gallia (without the tutor)

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

A forum graph (Gallia)

… Not very useful information

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Forum Matrix

Gt Gl1 Gl2 Gn1 Gl3 Gl4 Gl5 Gn2 Gl6 Gl9 Gl10Gt 107 107 99 106 90 107 26 106 107 25 27Gl1 60 60 52 59 45 60 7 59 60 11 9Gl2 27 27 27 24 24 27 5 25 27 3 4Gn1 36 36 33 36 29 36 6 36 36 5 7Gl3 18 18 18 18 15 18 1 18 18 3 1Gl4 48 48 42 47 38 48 8 47 48 9 8Gl5 7 7 6 7 4 7 5 7 7 4 6Gn2 30 30 27 28 25 30 5 28 30 4 5Gl6 14 15 14 14 11 15 3 14 15 3 3Gl9 9 9 7 9 6 9 5 9 9 5 7Gl10 5 5 3 5 4 5 3 5 5 2 2

Not straightforward to use...

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Our first try…

Global index of cohesion (Group)– 0 for no relation– Based on shared neighbours– 1 for a fully connected graph

• Number of messages ignored• Difficult to define evolution • No information on individuals

But:

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Def. : A clique of level c is a set where all members are directly connected one to another with a value c.

Clique of level c (valued graph)

Clique of level 10

15

10

13 12

101111

8

8

12

C = 10

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Computing cliques of level-c

• Symetrisation of the adjaccency matrix

• Definition of the threshold (c)

• Selection of ties >= c=10Gn1Gn2

Gt

Gl10

Gl6

Gl4

Gl2

Gl1

7

512

1432

10

10

7 8

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Computing cliques of level-c

Each pair of members of the resulting subset exchanged at least 10 messages. Gn1Gn2

Gt

Gl10

Gl6

Gl4

Gl2

Gl1This is a cohesive subset

Property:

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Result on Gallia for c=10

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

Comparing the 4 groups

Aquitania

Gallia

Lugdunensis

Gallia

Narbonensis

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Information given by Cliques

• A good picture of the group structure

• Highlights cohesive groups

• Highlights isolated individuals

… for a given threashold c !

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Hierarchical Clusters

Initially : identity partition : N clusters

Repeat

Find the most communicant pair of clusters

Fusion of the pair in one cluster

Print communication level (k)

N = N-1

Until (N=1)

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Hierarchical Clusters for GalliaGALLIA G G G G G G G G G G l l l n l G l n l l l 1Level 3 2 1 1 t 4 2 6 5 9 0----- - - - - - - - - - - - 167 . . . XXX . . . . . . 108 . . . XXXXX . . . . . 83 . . XXXXXXX . . . . . 64 . . XXXXXXXXX . . . . 52 . XXXXXXXXXXX . . . . 42 XXXXXXXXXXXXX . . . . 29 XXXXXXXXXXXXXXX . . . 9 XXXXXXXXXXXXXXX XXXXX

5 XXXXXXXXXXXXXXXXXXXXX

Max

Min

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Discussion

• Cliques of level c gives:– precise communication structure (for a given c).– cohesive subsets – isolated individuals.

• Clusters:– show more about intensity – Easier to compare groups.

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Technical Conclusion

• Cliques and clusters: complementary information

• Process1. Clusters analysis on all groups

2. Then threshold c

3. Level-c cliques

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Further work

• User friendly representations

– Development

– Experiment

• SNA multiplexity: integration of all com

tools into one representation

• Exploration of SNA models

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Questions ?

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From data to social indices

• LMS data extraction

• relationship definitions (graphs)

• Apropriate model

• User friendly representation

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E-mails of Aquitania during the whole training period

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Aquitania (without the tutor)

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CSCL Conference, Bergen, june 2003C. Reffay, T. Chanier

(questions) Activity as a whole

• A LMS is an integration of many tools• The designer can use them differently :

– Communication (Forum, e-mail, Chat, …)

– Production (texts, drawing, cards, etc…)

– Tests (quizzes, auto-evaluation,…)

– Reading, contents pages navigation, etc.

• One learner can participate to many courses• To reckon cohesion only on forum is not sufficient

in general, but a good starting point in “simuligne”

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Using the Cliques of level c

Gn1Gn2

Gt

Gl10

Gl6

Gl5 Gl9

Gl4

Gl3

Gl2

Gl1 C=10