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What do students do outside of
         class time?

  Judy Hardy, Darren Hendrie,
  Simon Bates, Ross Galloway
       j.hardy@ed.ac.uk

       Physics Higher Education Conference, 8/9 September 2011
What do students do outside of class time…
         and where do they do it?




                                             2
Out-of class activities

•  In a survey of science and engineering
   students, 53% said their study habits were
   influenced by on-campus spaces




                                                3
Student study networks

Aims:
•  To understand the patterns of informal
   group study
  –  Using social network analysis tools
•  To identify what types of interaction
   are most effective
  –  So that student learning can be supported and
     promoted



                                                     4
Methodology




              5
Data collection



                                       Number of responses
Semester -    Collection                 (response rate)
  Week         method
                            Year 1   Year 2   Year 3   Year 4   Year 5


  S1 w3         Online        28       63       47       21        4

             Minute paper     122      118
  S2 w4                                         44       21        7
               in class      (60%)    (60%)

             Minute paper      99      114
 S2 w10                                         37       24        2
               in class      (48%)    (58%)



                                                                         6
Characterising Networks

                                         In-     Out-
                                       Degree   Degree
                               Alice     1        1
                               Bob       1        2
                               Carol     2        1
                                Ted      3        3



•  In-Degree: arcs terminating at node
  –  receptivity, popularity, prominence
•  Out-Degree: arcs originating at node
  –  influence, expansiveness, gregariousness
                                                         7
Centralisation

•  Freeman’s graph centralisation
•  Measure of the range of Degrees of actors
   in a network
•  Expressed as a percentage of those in a
   star network of the same size




                                               8
Year 1 (s2 w4)
                     Blue: Physics Yr 1
                     Red: Physics Yr 2
                     Grey: non-Physics




                 In-Degree   Out-Degree
         Mean       1.5         1.5
         Min        0            0
         Max        10           7        9
Laminar networks
•  Year 1 students:
                                                  Non-
           Yr 1     Yr 2    Yr 3   Yr 4   Yr 5
                                                 Physics
            122       5                             51
  S2 w4                      -      -      -
           (69%)    (3%)                          (29%)
             99       2                             32
  S2 w10                     -      -      -
           (74%)    (2%)                          (24%)


•  Year 2 students:
                                                  Non-
           Yr 1     Yr 2    Yr 3   Yr 4   Yr 5
                                                 Physics
                     118      2      1              22
  S2 w4      -                             -
                    (83%)   (1%)   (1%)           (15%)
                     114      1                     9
  S2 w10     -                      -      -
                    (92%)   (1%)                  (7%)
                                                           10
Male study networks




                                 In-Degree   Out-Degree
•  Year 2 (s2 w4)
                          Mean      1.8         1.8
                          Min        0           0
                          Max       11           7        11
Female study networks




                                In-Degree   Out-Degree
•  Year 2 (s2 w4)
                         Mean      1.4         1.4
                         Min       0            0
                         Max       12           6        12
On-campus networks




                                In-Degree   Out-Degree
•  Year 2 (s2 w10)
                         Mean      1.8         1.8
                         Min       0            0
                         Max       12           5        13
Home-based networks




                               In-Degree   Out-Degree
•  Year 2 (s2 w10)
                        Mean      1.2         1.2
                        Min       0            0
                        Max       5            4        14
Effect on final course grade

                        Out-Degree
•  First years
      ANOVA:     d.f.     F       Sig     Eta-sq
      S2 w4      5        1.675   0.143   0.083
      S2 w10     5        1.722   0.157   0.083



•  Second years
       ANOVA:    d.f.     F       Sig     Eta-sq
       S2 w4     5        0.457   0.810   0.018
       S2 w10    5        2.266   0.055   0.097


                                                   15
Effect on final course grade

                        In-Degree
•  First years
      ANOVA:     d.f.    F        Sig     Eta-sq
      S2 w4      5       4.245    0.008   0.187
      S2 w10     5       3.781    0.021   0.166



•  Second years
       ANOVA:    d.f.     F       Sig     Eta-sq
       S2 w4     5        1.201   0.302   0.047
       S2 w10    5        4.966   0.001   0.191


                                                   16
Conclusions

•  Students build extensive communities of
   learning outside of class time
•  Networks are “laminar”
  –  Few interconnections between year groups
•  Physical space is important
  –  The most extensive networks exist in
     University social and group study space
•  Some evidence that In-Degree (receptivity,
   popularity, prominence) is linked with
   performance
                                                17
Acknowledgements

Thanks to:
•  HEA Physical Sciences Centre for a
   Departmental Funding Grant
•  Darren Hendrie and Saul Kohn, University
   of Edinburgh




                                              18
References

•  Eric Brewe, Laird Kramer & George O'Brien,
   ‘Investigating Student Communities with Network
   Analysis of Interactions in a Physics Learning
   Center’, AIP Conf. Proc. 1179, 105 (2009)
•  Robert A. Hanneman and Mark Riddle,
   ‘Introduction to social network methods’,
   available online at
   http://www.faculty.ucr.edu/~hanneman/nettext/
•  Stanley Wasserman & Katherine Faust, ‘Social
   Network Analysis: Methods and Applications’,
   Cambridge University Press (1994)
                                                     19

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What do students do outside of class time?

  • 1. What do students do outside of class time? Judy Hardy, Darren Hendrie, Simon Bates, Ross Galloway j.hardy@ed.ac.uk Physics Higher Education Conference, 8/9 September 2011
  • 2. What do students do outside of class time… and where do they do it? 2
  • 3. Out-of class activities •  In a survey of science and engineering students, 53% said their study habits were influenced by on-campus spaces 3
  • 4. Student study networks Aims: •  To understand the patterns of informal group study –  Using social network analysis tools •  To identify what types of interaction are most effective –  So that student learning can be supported and promoted 4
  • 6. Data collection Number of responses Semester - Collection (response rate) Week method Year 1 Year 2 Year 3 Year 4 Year 5 S1 w3 Online 28 63 47 21 4 Minute paper 122 118 S2 w4 44 21 7 in class (60%) (60%) Minute paper 99 114 S2 w10 37 24 2 in class (48%) (58%) 6
  • 7. Characterising Networks In- Out- Degree Degree Alice 1 1 Bob 1 2 Carol 2 1 Ted 3 3 •  In-Degree: arcs terminating at node –  receptivity, popularity, prominence •  Out-Degree: arcs originating at node –  influence, expansiveness, gregariousness 7
  • 8. Centralisation •  Freeman’s graph centralisation •  Measure of the range of Degrees of actors in a network •  Expressed as a percentage of those in a star network of the same size 8
  • 9. Year 1 (s2 w4) Blue: Physics Yr 1 Red: Physics Yr 2 Grey: non-Physics In-Degree Out-Degree Mean 1.5 1.5 Min 0 0 Max 10 7 9
  • 10. Laminar networks •  Year 1 students: Non- Yr 1 Yr 2 Yr 3 Yr 4 Yr 5 Physics 122 5 51 S2 w4 - - - (69%) (3%) (29%) 99 2 32 S2 w10 - - - (74%) (2%) (24%) •  Year 2 students: Non- Yr 1 Yr 2 Yr 3 Yr 4 Yr 5 Physics 118 2 1 22 S2 w4 - - (83%) (1%) (1%) (15%) 114 1 9 S2 w10 - - - (92%) (1%) (7%) 10
  • 11. Male study networks In-Degree Out-Degree •  Year 2 (s2 w4) Mean 1.8 1.8 Min 0 0 Max 11 7 11
  • 12. Female study networks In-Degree Out-Degree •  Year 2 (s2 w4) Mean 1.4 1.4 Min 0 0 Max 12 6 12
  • 13. On-campus networks In-Degree Out-Degree •  Year 2 (s2 w10) Mean 1.8 1.8 Min 0 0 Max 12 5 13
  • 14. Home-based networks In-Degree Out-Degree •  Year 2 (s2 w10) Mean 1.2 1.2 Min 0 0 Max 5 4 14
  • 15. Effect on final course grade Out-Degree •  First years ANOVA: d.f. F Sig Eta-sq S2 w4 5 1.675 0.143 0.083 S2 w10 5 1.722 0.157 0.083 •  Second years ANOVA: d.f. F Sig Eta-sq S2 w4 5 0.457 0.810 0.018 S2 w10 5 2.266 0.055 0.097 15
  • 16. Effect on final course grade In-Degree •  First years ANOVA: d.f. F Sig Eta-sq S2 w4 5 4.245 0.008 0.187 S2 w10 5 3.781 0.021 0.166 •  Second years ANOVA: d.f. F Sig Eta-sq S2 w4 5 1.201 0.302 0.047 S2 w10 5 4.966 0.001 0.191 16
  • 17. Conclusions •  Students build extensive communities of learning outside of class time •  Networks are “laminar” –  Few interconnections between year groups •  Physical space is important –  The most extensive networks exist in University social and group study space •  Some evidence that In-Degree (receptivity, popularity, prominence) is linked with performance 17
  • 18. Acknowledgements Thanks to: •  HEA Physical Sciences Centre for a Departmental Funding Grant •  Darren Hendrie and Saul Kohn, University of Edinburgh 18
  • 19. References •  Eric Brewe, Laird Kramer & George O'Brien, ‘Investigating Student Communities with Network Analysis of Interactions in a Physics Learning Center’, AIP Conf. Proc. 1179, 105 (2009) •  Robert A. Hanneman and Mark Riddle, ‘Introduction to social network methods’, available online at http://www.faculty.ucr.edu/~hanneman/nettext/ •  Stanley Wasserman & Katherine Faust, ‘Social Network Analysis: Methods and Applications’, Cambridge University Press (1994) 19