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https://www.nature.com/articles/s41598-021-90984-z
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[1] Dunbar, R. L. M. :The Social Brain Hypothesis, Evo. Anthro., Vol. 6, pp. 178-190 (1992).
[2] Tamarit, I., Cuesta, J. A., Dunbar, R. I. M. & Sánchez, A. Cognitive resource allocation determines the organization of personalnetworks. Proc. Natl. Acad. Sci. USA 115, 8316–8321 (2018).
[3] Hill, R. A. & Dunbar, R. I. M. Social network size in humans. Hum. Nat. 14, 53–72 (2003).
[4] MacCarron, P., Kaski, K. & Dunbar, R. I. M. Calling Dunbar’s numbers. Soc. Netw. 47, 151–155 (2016).
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輪読会2021

  • 1. Evolution of social relationships between first-year students at middle school: from cliques to circles
  • 2. Evolution of social relationships between first-year studentsat middle school: from cliques to circles d scientific reports https://www.nature.com/articles/s41598-021-90984-z Escribano, Victoria Doldán‐Martelli, Francisco J. Lapuente, José A. Cuesta & Angel Sánchez (
  • 3. a a a “ “ a d “ a )
  • 4. a a a “ “ a d “ a
  • 5. 2 FES[T G SG IT d g Cognitive group (Circle4) Close network (Circle3) Sympathy group (Circle2) Support clique (Circle1) 150 50 15 5 ◾ “ t ◾ b “ “ “ gC D b d “ C D ◾ v“ d t C( )D “ d 2 FESZT G SG IT [1] Dunbar, R. L. M. :The Social Brain Hypothesis, Evo. Anthro., Vol. 6, pp. 178-190 (1992). [2] Tamarit, I., Cuesta, J. A., Dunbar, R. I. M. & Sánchez, A. Cognitive resource allocation determines the organization of personalnetworks. Proc. Natl. Acad. Sci. USA 115, 8316–8321 (2018). [3] Hill, R. A. & Dunbar, R. I. M. Social network size in humans. Hum. Nat. 14, 53–72 (2003). [4] MacCarron, P., Kaski, K. & Dunbar, R. I. M. Calling Dunbar’s numbers. Soc. Netw. 47, 151–155 (2016).
  • 6. “ x à rx d “ “ “ ʼ“ ◾ d “ t ◾ d d “ v a “ r “ a uv a o “ ,
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  • 8. b ◾ 73 0 ET HI : ISQ d “ ( g ◾ “ ( ,g ◾ /e3“ / 0b 1 2 3b g b ◾ “ d b , b - g h i g h i h i g h i .
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  • 11. “ “ 5 15 k l Circle1( ) 14.48 11.27 Circle2( ) 27.01 28.47 d ” u “ ~~ o o 1 SG I 1 SG I( u ( “ “ o o ◾ (t o o ◾ t p s “ à (
  • 12. k l Circle1( ) 8.79 6.47 Circle2( ) 15.64 15.56 “ “ à “ d o d ” u “ ~~ o o 1 SG I 1 SG I( u ( “ “ o o ◾ (“ ◾ “ d t (
  • 13. k l Circle1( ) 8.79 6.47 Circle2( ) 15.64 15.56 à “ à “ 1 SG I 1 SG I ◾ o v o v k l Circle1( ) 14.48 11.27 Circle2( ) 27.01 28.47 k l Circle1( ) 2.07 2.11 Circle2( ) 4.82 7.83 )
  • 14. ! “ ! t uo o “ t uo ◾ ! < 0 “ t uo ◾ ! > 0 “ t uo ! ~ 0.7 ∶ d 1 SG I “ t( ! = ln2 5 15 50 150 C1 (5) C2 – C1 (10) C3 – C2 (35) C4 – C3 (100) = ./0 −
  • 15. “ “ d ◾ 0 2“ ! “ t ◾ ! “ t v ◾ 0 à “ ! “ “ à o “ t uv 0 2 3 / 1 t ◾ 0 2 3 ! t “ t o à o “ t uv ” ◾ / 3 p m KER SQ ◾ / 1 3 ! “ “ t m ◾ 0d/ 1 3 2d/ 1 ! “ “ t m à IY 2 k l “
  • 16. “ “ d ◾ 0 2“ ! “ t ◾ ! “ t v ◾ 0 à “ ! “ “ à o “ t uv 0 2 3 / 1 t ◾ 0 2 3 ! t “ t o à o “ t uv ” ◾ / 3 p m KER SQ ◾ / 1 3 ! “ “ t m ◾ 0d/ 1 3 2d/ 1 ! “ “ t m à IY 2 à “ , k l “
  • 17. ◾ “ d ◾ “ t d v - ◾ “ “ t
  • 18. a a a “ “ a d “ a .
  • 20. “ ◾ “ “ “ g “ “ g o ◾ “ EHE QQ T “ TRIG SE Q WE t o “ (
  • 21. “ A B C D E C1 27 28 - - - 15 40 C2 2 3 3 10 - 16 2 C3 - - 27 20 2 23 26 C4 - - - - 29 19 10 A B C D E C1 28 31 - 2 - 15 40 C2 1 - 8 10 2 16 2 C3 - - 22 18 29 23 26 (
  • 22. “ A B C D E C1 27 28 - - - 15 40 C2 2 3 3 10 - 16 2 C3 - - 27 20 2 23 26 C4 - - - - 29 19 10 A B C D E C1 28 31 - 2 - 15 40 C2 1 - 8 10 2 16 2 C3 - - 22 18 29 23 26 ◾ /0b 123b g ◾ 1 g ((
  • 23. “ ◾b b 1 2 C1 C2 C3 C1 C2 C3 A 2 4 3 0 8 1 9 11 6 3 12 3 5 20 B 2 5 4 1 8 2 11 13 7 0 10 2 8 20 C 12 3 - 12 3 - 15 5 10 - 5 10 - 15 D 10 9 0 10 9 0 19 1 1 9 1 1 9 11 E 9 8 2 11 2 6 19 3 2 7 0 8 4 12 ◾ “ “ ◾ p ()
  • 24. “ ◾b b 1 2 C1 C2 C3 C1 C2 C3 A 2 4 3 0 8 1 9 11 6 3 12 3 5 20 B 2 5 4 1 8 2 11 13 7 0 10 2 8 20 C 12 3 - 12 3 - 15 5 10 - 5 10 - 15 D 10 9 0 10 9 0 19 1 1 9 1 1 9 11 E 9 8 2 11 2 6 19 3 2 7 0 8 4 12 ◾ à t ◾ t ) “ d t o à d t n (
  • 25. “ ◾b b 1 2 C1 C2 C3 C1 C2 C3 A 2 4 3 0 8 1 9 11 6 3 12 3 5 20 B 2 5 4 1 8 2 11 13 7 0 10 2 8 20 C 12 3 - 12 3 - 15 5 10 - 5 10 - 15 D 10 9 0 10 9 0 19 1 1 9 1 1 9 11 E 9 8 2 11 2 6 19 3 2 7 0 8 4 12 ◾ t . “1 o ◾ “ t . o t y 2 ◾ ʼ“ 0 2 n (
  • 26. “ ◾ t 0 2 ! t “ t o ◾ ! “ “ o p d v o ◾ “ “ ! t à “ t “ ” à “ t o “ “ t y (,
  • 27. “ “ “ s g ◾b b ◾ “ v t 1 1 t “ “ v o ◾ d “ “ “ “ ] HI Y EFI T t t ] HI Y EFI T “ t “ “ o (-
  • 28. [5] Feng, D., Altmeyer, R., Stafford, D., Christakis, N. A. & Zhou, H. H. Testing for balance in social networks. J. Amer. Stat. Assoc.1–19 (2020). ◾ “ t “ y C D“23, 25 26, 27 ◾ ” “ h i QS ~ (.
  • 29. “ “ [5] Feng, D., Altmeyer, R., Stafford, D., Christakis, N. A. & Zhou, H. H. Testing for balance in social networks. J. Amer. Stat. Assoc.1–19 (2020). “ ◾ “ “ “ d g ◾ “ d “ “ “ ß ʻx C D 4I J C D“ ◾ IOFIHHIH ITT bʼ“ “ ◾ IOFIHHIH ITTt “ db “ db “ “ (/
  • 30. d “ “ E F h “ i“ g t “ d “ “ o ◾ o ◾ “ “ ” E “ tn F “ tn t o o à t v o o y )
  • 31. d ◾ HI Y EFI T t ◾ “ “ t d y “ t ) ◾ “ o “ t ◾ d t
  • 32. a a a “ “ a d “ a )(
  • 33. ◾ “ d “ “ ◾ d “ “ ◾ “ / 3 x “ d ◾ “h ih ih ih i “ ◾ “ d t ◾ d v o “ t g ◾ “ o “ t g d ◾ ] HI Y EFI T t ◾ “ “ t d ◾ “ d ◾ d t ◾ “ ))