Relative age effect

The distribution of births according to month in the general population
The distribution, according to month of birth, of players involved in UEFA organised international youth tournaments in 2010/11

The term relative age effect (RAE), also known as birthdate effect or birth date effect, is used to describe a bias, evident in the upper echelons of youth sport[1] and academia,[2][3] where participation is higher amongst those born early in the relevant selection period (and correspondingly lower amongst those born late in the selection period) than would be expected from the normalised distribution of live births. The selection period is usually the calendar year, the academic year or the sporting season. The difference in maturity - which can be extreme at young ages: a six-year old born in January is almost 17% older than a six-year old born in December in the same year[4] - causes a performance gap that persists over time.

The term month of birth bias is also used to describe the effect and season of birth bias is used to describe similar effects driven by different hypothesised mechanisms.

The bias results from the common use of age related systems, for organizing youth sports competition and academic cohorts, based on specific cut-off dates to establish eligibility for inclusion. Typically a child born after the cut-off date is included in a cohort and a child born before the cut-off date is excluded from it.

In sports

The most commonly used cut-off date for youth international sporting competition is 1 January. The IOC[5] and FIFA[6] and the 6 international football confederations (AFC, CAF, CONCACAF, CONMEBOL, OFC and UEFA[7]) all use 1 January as their administrative cut-off date when determining an athlete's eligibility to compete in youth competitions, children born before a specified cut-off date are excluded.

Malcolm Gladwell's book Outliers: The Story of Success and SuperFreakonomics by Steven Levitt and Stephen Dubner have popularised the issue in respect of Canadian ice-hockey players, European football players and US Major League baseball players.

The expected distribution of births in any given month across a population correlates closely to the number of days in the month, with February as the shortest month having the fewest births. The first graph shows the distribution of births, by month, for the European Union over the ten years from 2000 to 2009. There is a slight but clearly perceptible increase in the birth rate in the summer months.

A relative age effect is illustrated in the second graph by the month of birth distribution of over 4,000 youth players involved in the qualifying squads for U17, U19 and U21 tournaments organised by UEFA in 2010/11.

Research suggests that individuals born closer to the cut-off date are more likely to play professionally.[4][8][9][10]

In academia

Cut-off dates for academic cohort structuring, including the setting of academic years, are usually determined by national education authorities and tend to be based on autumn start dates, so August or September cut-off dates are common in the Northern Hemisphere and February or March cut-off dates are common in the Southern Hemisphere. This tendency reflects the historical need for children to be involved in summer-time agricultural work with school starting after harvesting.

Oxford University RAE profile in aggregate 2004/5 to 2013/14

A relative age effect in academia is illustrated in the third graph which shows the percent deviation from month of birth profile norms evident in graduations from Oxford University over a 10-year period. Academic relative age effects seem to be moderated by culture.[11]

A 2006 study finds that relative age affects student performance and has long-lasting effects on life outcomes. The authors find that "the youngest members of each cohort score 4–12 percentiles lower than the oldest members in grade four and 2–9 percentiles lower in grade eight… data from Canada and the United States show that the youngest members of each cohort are even less likely to attend university."[12]

A 2014 study finds that Italian students born in the early months of the year "are more likely to be tracked in more academic schools rather than in vocational schools."[13]

In leadership positions

A relative age effect has also been observed in the context of leadership. Studies have found an over-representation of people born just after the school entry cut-off date in a range of leadership positions. Such an over-representation starts in high-school leadership activities such as sports team captain or club president.[14] In the adult life, this over-representation has been observed in top managerial positions (CEOs of S&P 500 companies),[15] and in top political positions, both in the USA (senators and representatives),[16] and in Finland (MPs).[17]

In other spheres

Whilst an over-representation of early-born participation is evident in the aspirational fields of elite sport and education there is also evidence of a corresponding disproportionate over-representation of late-born children in epidemiologically defined cohorts exhibiting conditions such as ADHD,[18] schizophrenia[19][20] and obesity.[21] One study finds "that higher school starting age lowers the propensity to commit crime at young ages."[22] However, other studies failed to replicate relative age effects on temperament, mood, or physical development.[11]

Lexicon

  • Ability grouping – cohort selection by ability rather than chronological age.
  • Corrective Relative Age Adjustments – calculated adjustments to competitive outcomes designed to compensate for relative age advantage/disadvantage, for example by the re-calculation of sprint times according to relative age within a cohort.[23]
  • Cut-off date – an administratively defined date in the calendar which determines the eligibility of individuals to be included in a cohort, usually a competition or an academic year group. A birth date prior to the cut-off date excludes an individual and a birth date after the cut-off date includes an individual.
  • Multi-age grouping – the broadening of cohort selection to encompass multiple chronological age groups. For example, a Multi-age classroom.
  • Relative Age Advantage – a competitive advantage accruing to an individual due to being born early in a selection period. A relative age advantage can also accrue to a group consisting of a majority of relatively older individuals.[24]
  • Relative Age Bias – a tendency towards the prioritised selection of relatively older members of a cohort.
  • Relative Age Characteristic (of an individual) – the quality of having been born early or late in the selection period.
  • Relative Age Competition – competition designed to avoid cut-off date rules, such as ‘average team age’ or ‘bio-banded’ competition.
  • Relative Age Disadvantage – a competitive disadvantage accruing to an individual due to being born late in a selection period. A relative age disadvantage can also accrue to a group consisting of a majority of relatively younger individuals.[24]
  • Relative Age Discrimination – indirect, systemic discrimination, disadvantaging relatively young individuals in a cohort and advantaging relatively old individuals in the same cohort.
  • Relative Age Effect – an observable effect resulting from a relationship between chronological age and an eligibility cut-off date used for cohort selection.
  • Relative Age Environment – the system of rules governing inclusion or exclusion from cohorts based on cut-off date eligibility rules.
  • Relative Age Quota – a quota system imposed on a cohort to establish an even distribution of chronological ages.
  • Relative Age Skew – statistically significant differing levels of participation observed amongst relatively older and relatively younger members of a cohort.
  • Selection Period – an administratively or culturally defined timeframe, such as a competition season or an academic year, established by reference to a cut-off date.

References

  1. http://repository.leedsmet.ac.uk/main/view_record.php?identifier=3720&SearchGroup=research%5Bfull+citation+needed%5D
  2. http://www.cambridgeassessment.org.uk/images/109784-birthdate-effects-a-review-of-the-literature-from-1990-on.pdf%5Bfull+citation+needed%5D
  3. http://cee.lse.ac.uk/ceedps//ceedp93.pdf%5Bfull+citation+needed%5D
  4. 1 2 "Long-term relative age effect: Evidence from Italian football". VoxEU.org. Retrieved 2016-04-23.
  5. http://www.olympic.org/Documents/Reference_documents_Factsheets/The_Youth_Olympic_Games.pdf%5Bfull+citation+needed%5D
  6. https://www.fifa.com/mm/document/tournament/competition/01/95/44/82/regulationsfu20wcturkey2013%5fee.pdf%5Bfull+citation+needed%5D
  7. https://www.uefa.com/MultimediaFiles/Download/Regulations/competitions/Regulations/01/65/31/62/1653162_DOWNLOAD.pdf%5Bfull+citation+needed%5D
  8. Musch, Jochen; Hay, Roy (1999). "The Relative Age Effect in Soccer: Cross-Cultural Evidence for a Systematic Discrimination against Children Born Late in the Competition Year". Sociology of Sport Journal. 16: 54. doi:10.1123/ssj.16.1.54.
  9. "The Duke Orthopaedic Journal - Jaypee Journals - Jaypee Brother". www.dukeorthopaedicjournal.com. Retrieved 2016-04-23.
  10. Böheim, René; Lackner, Mario (2012). "Returns to education in professional football". Economics Letters. 114 (3): 326–8. doi:10.1016/j.econlet.2011.11.009. SSRN 1835304.
  11. 1 2 Jeronimus, Bertus F; Stavrakakis, Nikolaos; Veenstra, René; Oldehinkel, Albertine J (2015). "Relative Age Effects in Dutch Adolescents: Concurrent and Prospective Analyses". PLOS One. 10 (6): e0128856. doi:10.1371/journal.pone.0128856. PMC 4468064. PMID 26076384.
  12. Bedard, K; Dhuey, E (2006). "The Persistence of Early Childhood Maturity: International Evidence of Long-Run Age Effects". The Quarterly Journal of Economics. 121 (4): 1437–72. doi:10.1093/qje/121.4.1437. JSTOR 25098831.
  13. Ponzo, Michela; Scoppa, Vincenzo (2014). "The long-lasting effects of school entry age: Evidence from Italian students". Journal of Policy Modeling. 36 (3): 578–99. doi:10.1016/j.jpolmod.2014.04.001.
  14. Dhuey, Elizabeth; Lipscomb, Stephen (2008). "What makes a leader? Relative age and high school leadership". Economics of Education Review. 27 (2): 173–83. doi:10.1016/j.econedurev.2006.08.005.
  15. Du, Qianqian; Gao, Huasheng; Levi, Maurice D (2012). "The relative-age effect and career success: Evidence from corporate CEOs". Economics Letters. 117 (3): 660–2. doi:10.1016/j.econlet.2012.08.017.
  16. Muller, Daniel; Page, Lionel (2016). "Born leaders: Political selection and the relative age effect in the US Congress". Series A (Statistics in Society). 179 (3): 809–29. doi:10.1111/rssa.12154.
  17. http://www.doria.fi/bitstream/handle/10024/148931/wp94.pdf?sequence=1%5Bfull+citation+needed%5D
  18. Morrow, R. L; Garland, E. J; Wright, J. M; MacLure, M; Taylor, S; Dormuth, C. R (2012). "Influence of relative age on diagnosis and treatment of attention-deficit/hyperactivity disorder in children". Canadian Medical Association Journal. 184 (7): 755–62. doi:10.1503/cmaj.111619. PMC 3328520. PMID 22392937.
  19. Davies, G; Welham, J; Chant, D; Torrey, E. F; McGrath, J (2003). "A Systematic Review and Meta-analysis of Northern Hemisphere Season of Birth Studies in Schizophrenia". Schizophrenia Bulletin. 29 (3): 587–93. doi:10.1093/oxfordjournals.schbul.a007030. PMID 14609251.
  20. http://www.eduratio.be/raepolizzi.pdf%5Bfull+citation+needed%5D
  21. Tanaka, Hisako; Sei, Masako; Quang Binh, Tran; Munakata, Hokuma; Yuasa, Kyoko; Nakahori, Yutaka (2007). "Correlation of month and season of birth with height, weight and degree of obesity of rural Japanese children". The Journal of Medical Investigation. 54 (1–2): 133–9. doi:10.2152/jmi.54.133. PMID 17380024.
  22. Landersø, Rasmus; Nielsen, Helena Skyt; Simonsen, Marianne (2017). "School Starting Age and the Crime-age Profile". The Economic Journal. 127 (602): 1096–118. doi:10.1111/ecoj.12325. SSRN 2984362.
  23. Romann, M; Cobley, S (2015). "Relative Age Effects in Athletic Sprinting and Corrective Adjustments as a Solution for Their Removal". PLOS One. 10 (4): e0122988. Bibcode:2015PLoSO..1022988R. doi:10.1371/journal.pone.0122988. PMC 4386815. PMID 25844642.
  24. 1 2 http://www.socialproblemindex.med.ualberta.ca/RelAgeMinorHockeyCJBS.pdf%5Bfull+citation+needed%5D

Further reading

  • Abel, E.L.; Kruger, M.M.; Pandya, K. (Aug 2011). "A relative age effect in men's but not women's professional baseball: 1943-1954". Psychol. Rep. 109 (1): 285–8. doi:10.2466/05.pr0.109.4.285-288. PMID 22049668.
  • Addona, V.; Yates, P.A. (2010). "A Closer Look at the Relative Age Effect in the National Hockey League". Journal of Quantitative Analysis in Sports. 6 (4). doi:10.2202/1559-0410.1227.
  • Alger, J. (2004) The Relative Age Effect: The Influence of Birth Date on Inclusion and Exclusion in Washington State Youth Soccer. United States Sports Academy.
  • Ashworth, J.; Heyndels, B. (2007). "Selection bias and peer effects in team sports: The Effect of Age Grouping on Earnings of German Soccer Players". Journal of Sports Economics. 8 (4): 355–377. doi:10.1177/1527002506287695.
  • Augste, Claudia; Lames, Martin (2011). "The relative age effect and success in German elite U-17 soccer teams". Journal of Sports Sciences. 29 (9): 983–7. doi:10.1080/02640414.2011.574719. PMID 21604225.
  • Baker, Joseph; Janning, Christina; Wong, Harmonie; Cobley, Stephen; Schorer, Jörg (2012). "Variations in relative age effects in individual sports: Skiing, figure skating and gymnastics". European Journal of Sport Science. 14: S183–90. doi:10.1080/17461391.2012.671369. PMID 24444205.
  • Barnsley, R. H.; Thompson, A. H. (1988). "Birthdate and success in minor hockey: The key to the NHL" (PDF). Canadian Journal of Behavioral Science. 20 (2): 167–176. doi:10.1037/h0079927.
  • Barnsley, R. H.; Thompson, A. H.; Barnsley, P. E. (1985). "Hockey success and birthdate: The relative age effect". Journal of the Canadian Association of Health, Physical Education and Recreation. 51: 23–28.
  • Barnsley, Roger H; Thompson, A.H; Legault, Philipe (2016). "Family Planning: Football Style. The Relative Age Effect in Football". International Review for the Sociology of Sport. 27 (1): 77–87. doi:10.1177/101269029202700105.
  • Bäumler, G (2000). "The relative age effect in soccer and its interaction with chronological age". Sportonomics. 6: 25–30.
  • Baxter-Jones, A (1995). "Growth and development of young athletes: Should competition levels be age related?". Sports Medicine. 20 (2): 59–64. doi:10.2165/00007256-199520020-00001. PMID 7481282.
  • Baxter-Jones, Adam; Helms, Peter (1994). "Born too late to win?". Nature. 370 (6486): 186. Bibcode:1994Natur.370..186B. doi:10.1038/370186b0. PMID 8028663.
  • Bell, J. F.; Daniels, S. (1990). "Are summer-born children disadvantaged? The birthdate effect in education". Oxford Review of Education. 16: 67–80. doi:10.1080/0305498900160106.
  • Besters, L.M. (2012). The Relative Age Effect in Elite Dutch Track & Field: The Role of Performance Based Selection Systems. Masters Thesis in Economics. Department of Economics, Tilburg University.
  • Boucher, J. L.; Mutimer, B. (1994). "The relative age phenomenon in sport: A replication and extension with ice-hockey players". Research Quarterly for Exercise and Sport. 65 (4): 377–381. doi:10.1080/02701367.1994.10607644.
  • Brewer, J.; Balsom, P.; Davis, J. (1995). "Seasonal birth distribution amongst European soccer players". Sports Exercise and Injury. 1: 154–157.
  • Butler, D.; Butler, R. (2015). "The Relative Age Effect and Under-21 Irish Association Football: A Natural Experiment and Policy Recommendations". The Economic and Social Review. 46 (4): 511–519.
  • Campbell, T. (2013) In-school ability grouping and the month of birth effect: Preliminary evidence from the Millennium Cohort Study. CLS Working Paper 2013/1. London: Centre for Longitudinal Studies.
  • Carling, C.; Gall, F.; Reilly, T.; Williams, A.M. (2009). "Do anthropometric and fitness characteristics vary according to birth date distribution in elite youth academy soccer players?". Scandinavian Journal of Medicine and Science in Sports. 19 (1): 3–9. doi:10.1111/j.1600-0838.2008.00867.x. PMID 19000100.
  • Cobley, S.; Baker, J.; Wattie, N.; McKenna, J. (2009). "Annual age-grouping and athlete development: A Meta-Analytical Review of Relative Age Effects in Sport". Sports Medicine. 39 (3): 235–256. doi:10.2165/00007256-200939030-00005.
  • Cobley, S.; McKenna, J.; Baker, J.; Wattie, N. (2009). "How Pervasive are Relative Age Effects in Secondary School Education?". Journal of Educational Psychology. 101 (2): 520–528. doi:10.1037/a0013845.
  • Cowgill, U (1966). "Season of birth in man: Contemporary situation with special reference to Europe and the Southern Hemisphere". Ecology. 47 (4): 614–623. doi:10.2307/1933939. JSTOR 1933939.
  • Crawford, C., Dearden, L., Meghir, C. (2007). When You Are Born Matters: The Impact of Birth on Child Cognitive Outcomes in England. Centre for the Economics of Education, London School of Economics.
  • da Costa, I.T.; Garganta, J.; Greco, P.J.; Mesquita, I.; Seabra, A. (2010). "Influence of Relative Age Effects and Quality of Tactical Behaviour in the Performance of Youth Soccer Players" (PDF). International Journal of Performance Analysis of Sport. 10: 82–97.
  • Daniel, T.E.; Janssen, C.T.L. (1987). "More on the relative age effect. Canadian Association for Health". Physical Education and Recreation Journal. 53: 21–24.
  • Davies, G.; Welham, J.; Chant, D.; Torrey, E.F.; McGrath, J. (2003). "A Systematic Review and Meta-analysis of Northern Hemisphere Season of Birth Studies in Schizophrenia" (PDF). Schizophrenia Bulletin. 29 (3): 587–593. doi:10.1093/oxfordjournals.schbul.a007030. PMID 14609251.
  • Deaner, R., Lowen, A., Cobley, S. (2012). Selection Bias in the National Hockey League: Relatively Younger Players Outperform Their Draft Slots. Social Science Electronic Publishing.
  • Del Campo, D.; Vicedo, J.; Villora, S.; Jordan, O. (2010). "The relative age effect in youth soccer players from Spain". Journal of Sports Science and Medicine. 9: 190–198.
  • Delorme, N.; Chalabaev, A.; Raspaud, M. (2011). "Relative Age is Associated with Sport Dropout: Evidence from Youth Categories of French Basketball". Scandinavian Journal of Medicine & Science in Sports. 21 (1): 120–128. doi:10.1111/j.1600-0838.2009.01060.x.
  • Delorme, N.; Boiché, J.; Raspaud, M. (2010). "Relative Age and Dropout in French Male Soccer". Journal of Sports Sciences. 28 (7): 717–722. doi:10.1080/02640411003663276.
  • Delorme, N.; Boiché, J.; Raspaud, M. (2010). "Relative Age Effect in Female Sport: A Diachronic Examination of Soccer Players". Scandinavian Journal of Medicine & Science in Sports. 20 (3): 509–515. doi:10.1111/j.1600-0838.2009.00979.x.
  • Delorme, Nicolas; Boiché, Julie; Raspaud, Michel (2010). "Relative age effect in elite sports: Methodological bias or real discrimination?". European Journal of Sport Science. 10 (2): 91–6. arXiv:1001.4070. Bibcode:2010arXiv1001.4070D. doi:10.1080/17461390903271584.
  • Delorme, N.; Boiché, J.; Raspaud, M. (2009). "The Relative Age Effect in Elite Sport: The French Case". Research Quarterly for Exercise and Sport. 80 (2): 336–344. doi:10.1080/02701367.2009.10599568.
  • Delorme, N.; Raspaud, M. (2009). "The relative age effect in young French basketball players: a study on the whole population". Scandinavian Journal of Medicine and Science in Sport. 19 (2): 235–242. doi:10.1111/j.1600-0838.2008.00781.x.
  • Delorme, Nicolas; Raspaud, Michel (2009). "Is there an influence of relative age on participation in non-physical sports activities? The example of shooting sports". Journal of Sports Sciences. 27 (10): 1035–42. doi:10.1080/02640410902926438. PMID 19847687.
  • Diamond, G.H. (1983). "The birthdate effect - a maturational effect?". Journal of Learning Disabilities. 16 (3): 161–164. doi:10.1177/002221948301600306.
  • Du, Q.; Gao, H.; Levi, M. (2012). "The relative-age effect and career success: Evidence from corporate CEOs" (PDF). Economics Letters. 117 (3): 660–662. doi:10.1016/j.econlet.2012.08.017.
  • Dubner, S., Levitt, S. (2006). Freakonomics: A Star is Made. The Birth-Month Soccer Anomaly. The New York Times.
  • Dubner, S., Levitt, S. (2009). SuperFreakonomics. ISBN 0-06-088957-8.
  • Dudink, A (1994). "Birth date and sporting success". Nature. 368 (6472): 592. Bibcode:1994Natur.368..592D. doi:10.1038/368592a0.
  • Edgar, S; O'Donoghue, P (2006). "Season of birth distribution of elite tennis players". Journal of Sports Science:. 23 (10): 1013–1110. doi:10.1080/02640410400021468.
  • Edwards, Stephen (1994). "Born too late to win?". Nature. 370 (6486): 186. Bibcode:1994Natur.370..186E. doi:10.1038/370186a0. PMID 8028664.
  • Fukunaga, H.; Taguri, M.; Morita, S. (2013). "Relative age effect on Nobel laureates in the UK". JRSM Short Reports. 4 (10): 1–2. doi:10.1177/2042533313492514.
  • Fleming, J.; Fleming, S. (2012). "Relative age effect amongst footballers in the English Premier league and English Football League, 2010-2011". International Journal of Performance Analysis in Sport. 12 (2): 361–372.
  • Garcia, M.S.; Aguilar, O.G.; Romero, J.J.F.; Lastra, D.F.; Oliveira, G.E. (2012). "Relative age effect in lower categories of international basketball" (PDF). International Review for the Sociology of Sport. 49 (5): 526–535. doi:10.1177/1012690212462832.
  • Gibbs, B.G.; Jarvis, J.A.J.; Dufur, M.J. (2012). "The rise of the underdog? The relative age effect reversal among Canadian-born NHL hockey players: A reply to Nolan and Howell". International Review for the Sociology of Sport. 47 (5): 644–649. doi:10.1177/1012690211414343.
  • Giacomini, C.P. (1999). "Association of birthdate with success of nationally ranked junior tennis players in the United States". Perceptual and Motor Skills. 89 (2): 381–386. doi:10.2466/pms.1999.89.2.381.
  • Gladwell, Malcolm (2008). Outliers: The Story of Success. Little, Brown and Company. ISBN 978-0-316-01792-3.
  • Glamser, FD; Vincent, J (2004). "The relative age effect among elite American youth soccer players". Journal of Sport Behaviour. 27: 31–8.
  • Grondin, S.; Deshaies, P.; Nault, L.P. (1984). "Trimestres de naissance et et participation au hockey et au volleyball". La Revue québécoise de l'activité physique. 2: 97–103.
  • Grondin, S.; Koren, S. (2000). "The relative age effect in professional baseball: A look at the history of major league baseball and at current status in Japan". Avante. 6: 64–74.
  • Grondin, S.; Proulx, J.; Zhou, R.-M. (1993). "Date de naissance et rendement scolaire". Apprentissage et Socialisation. 16: 169–174.
  • Grondin, S.; Trudeau, F. (1991). "Date de naissance et ligue nationale de hockey: Analyses en fonction de différents paramètres". Revue des sciences et techniques des activités physiques et sportives. 26: 37–45.
  • Hajek, E. R; Gutiérrez, J. R; Espinosa, G (1981). "Seasonality of conception in human populations in Chile". International Journal of Biometeorology. 25 (4): 281–91. Bibcode:1981IJBm...25..281H. doi:10.1007/BF02198243. PMID 7319667.
  • Hancock, David J; Adler, Ashley L; Côté, Jean (2013). "A proposed theoretical model to explain relative age effects in sport". European Journal of Sport Science. 13 (6): 630–7. doi:10.1080/17461391.2013.775352. PMID 24251740.
  • Harvey, S., Light, R.L. (2012). Ethics in Youth Sport: Policy and Pedagogical Applications. Routledge Studies in Physical Education and Youth Sport. ISBN 978-0-415-67903-9.
  • Hauck, A. L.; Finch, A. J. (1993). "The effect of relative age on achievement in middle school". Psychology in the Schools. 30: 74–79. doi:10.1002/1520-6807(199301)30:1<74::aid-pits2310300112>3.0.co;2-e.
  • Helsen, Werner F; Baker, Joseph; Michiels, Stijn; Schorer, Joerg; Van Winckel, Jan; Williams, A. Mark (2012). "The relative age effect in European professional soccer: Did ten years of research make any difference?". Journal of Sports Sciences. 30 (15): 1665–71. doi:10.1080/02640414.2012.721929. PMID 23005576.
  • Helsen, W. F.; Starkes, J. L.; Van Winckel, J. (1998). "The influence of relative age on success and dropout in male soccer players". American Journal of Human Biology. 10 (6): 791–798. doi:10.1002/(sici)1520-6300(1998)10:6<791::aid-ajhb10>3.0.co;2-1. PMID 28561412.
  • Helsen, W. F.; Starkes, J. L.; Van Winckel, J. (2000). "Effect of change in selection year on success in male soccer players". American Journal of Human Biology. 12 (6): 729–735. doi:10.1002/1520-6300(200011/12)12:6<729::aid-ajhb2>3.0.co;2-7. PMID 11534065.
  • Helsen, W.F.; Van Winckel, J.; Williams, A.M. (2004). "The relative age effect in youth soccer across Europe" (PDF). Journal of Sports Sciences. 23 (6): 629–636. doi:10.1080/02640410400021310.
  • Jeronimus, B.F.; Stavrakakis, N.; Veenstra, R.; Oldehinkel, A.J. (2015). "Relative Age Effects in Dutch Adolescents: Concurrent and Prospective Analyses". PLOS One. 10 (6): e0128856. doi:10.1371/journal.pone.0128856. PMC 4468064. PMID 26076384.
  • Jimenez, I. P.; Pain, M. T. G. (2008). "Relative age effect in Spanish association football: Its extent and implications for wasted potential". Journal of Sports Sciences. 26 (10): 995–1003. doi:10.1080/02640410801910285. PMID 18608842.
  • Jullien, H.; Turpin, B.; Carling, C. (2008). "Influence de la date de naissance sur la carrière professionnelle des joueurs de football français". Science & Sports. 23 (3–4): 149–155. doi:10.1016/j.scispo.2008.01.005.
  • Kalk, J.M., Langer, P., & Searle, D.T. (1982). A closer look at school cutoff dates and achievement. Report N. AY-AA-52. Denver, CO: National Assessment of Educational Progress, Education Commission of the State, February 1982.
  • Krabbe, E. E.; Thoutenhoofd, E. D.; Conradi, M.; Pijl, S. J.; Batstra, L. (2014). "Birth month as predictor of ADHD medication use in Dutch school classes". European Journal of Special Needs Education. 29 (4): 571–578. doi:10.1080/08856257.2014.943564.
  • Krenz-Niedbala, M.; Puch, E.A.; Koscinski, K. (2011). "Season of Birth and Subsequent Body Size: The Potential Role of Prenatal Vitimin D" (PDF). American Journal of Human Biology. 23 (2): 190–200. doi:10.1002/ajhb.21101. PMID 21319248.
  • Lawrence, S (2011). "'Season of Birth Bias' or 'The Relative Age Effect': Systemic Discrimination in European Youth Football" (PDF). International Sports Law Journal. 1–2: 143–144.
  • Lawrence, S. (2014). The Age Advantage in Association Football. Proceedings of the 5th International Conference on Mathematics in Sport, 2015, 103-109.
  • Lawrence, S. (2015). The Average Team Age Rule in Youth Association Football.
  • Loffing, Florian; Schorer, Jörg; Cobley, Steve P (2010). "Relative Age Effects are a developmental problem in tennis: But not necessarily when you're left‐handed!". High Ability Studies. 21: 19–25. doi:10.1080/13598139.2010.488084.
  • Lokshin, M.; Radyakin, S. (2012). "Month of Birth and Children's Health in India". Journal of Human Resources. 47 (1): 174–203. doi:10.3368/jhr.47.1.174.
  • Mann, David L; Van Ginneken, Pleun J. M. A (2016). "Age-ordered shirt numbering reduces the selection bias associated with the relative age effect". Journal of Sports Sciences. 35 (8): 784–790. doi:10.1080/02640414.2016.1189588. PMID 27238077.
  • McManus, I. C. (1996). "Birth dates and admission to medical school". Lancet. 347 (9008): 1120. doi:10.1016/s0140-6736(96)90320-7.
  • Morris, J.G., Nevill, M.E. A Sporting Chance. Enhancing opportunities for high-level sporting performance: influence of 'Relative Age'. Institute of Youth Sport, Loughborough University.
  • Morrow, R.; Garland, E.J.; Wright, J.; Maclure, M.; Taylor, S.; Dormuth, C. (2012). "Influence of relative age on diagnosis and treatment of attention-deficit/hyperactivity disorder in children". Canadian Medical Association Journal. 184 (7): 755–762. doi:10.1503/cmaj.111619. PMC 3328520. PMID 22392937.
  • Mujika, Iñigo; Vaeyens, Roel; Matthys, Stijn P.J; Santisteban, Juanma; Goiriena, Juan; Philippaerts, Renaat (2009). "The relative age effect in a professional football club setting". Journal of Sports Sciences. 27 (11): 1153–8. doi:10.1080/02640410903220328. PMID 19714545.
  • Musch, J.; Grondin, S. (2001). "Unequal competition as an impediment to personal development: A review of the relative age effect in sport". Developmental Review. 21 (2): 147–167. doi:10.1006/drev.2000.0516.
  • Musch, J.; Hay, R. (1999). "The relative age effect in soccer: Cross-cultural evidence for a systematic discrimination against children born late in the competition year". Sociology of Sport Journal. 16: 54–64. doi:10.1123/ssj.16.1.54.
  • Nolan, J.; Howell, G. (2010). "Hockey success and birth date: The relative age effect revisited". International Review of the Sociology of Sport.
  • Oakley, B. (2012). How to build a champion: Be born at the right time. BBC.
  • Ostapczuk, Martin; Musch, Jochen (2013). "The influence of relative age on the composition of professional soccer squads". European Journal of Sport Science. 13 (3): 249–55. doi:10.1080/17461391.2011.606841. PMID 23679141.
  • Polizzi, Nicholas; Martin, Roy P; Dombrowski, Stefan C (2007). "Season of birth of students receiving special education services under a diagnosis of emotional and behavioral disorder". School Psychology Quarterly. 22 (1): 44–57. doi:10.1037/1045-3830.22.1.44.
  • Raschner, Christian; Müller, Lisa; Hildebrandt, Carolin (2012). "The role of a relative age effect in the first winter Youth Olympic Games in 2012". British Journal of Sports Medicine. 46 (15): 1038–43. doi:10.1136/bjsports-2012-091535. PMID 22976907.
  • Richardson, D. J.; Stratton, G. (1999). "Preliminary investigation of the seasonal birth distribution of England World Cup campaign players (1982–98)". Journal of Sports Sciences. 17: 821–822.
  • Romann, M.; Fuchslocher, J. (2011). "Influence of the selection level, age and playing position on relative age effects in Swiss women's soccer" (PDF). Talent Development & Excellence. 3 (2): 239–247.
  • Romann, Michael; Fuchslocher, Jörg (2013). "Relative age effects in Swiss junior soccer and their relationship with playing position". European Journal of Sport Science. 13 (4): 356–63. doi:10.1080/17461391.2011.635699. PMID 23834540.
  • Romann, M.; Fuchslocher, J. (2013). "Survival and success of the relatively oldest in Swiss youth skiing competition". International Journal of Sports Science & Coaching. 9 (2): 347–356. doi:10.1260/1747-9541.9.2.347.
  • Romann, M.; Fuchslocher, J. (2014). "The need to consider relative age effects in women's talent development process". Perceptual and Motor Skills. 118 (3): 651–662. doi:10.2466/30.10.pms.118k24w8.
  • Romann, M.; Cobley, S. (2015). "Relative age effects in athletic sprinting and corrective adjustments as a solution for their removal". PLOS One. 10 (4): 3. Bibcode:2015PLoSO..1022988R. doi:10.1371/journal.pone.0122988. PMC 4386815. PMID 25844642.
  • Rosenbaum, M. (2012). Month of Birth affects chance of attending Oxbridge. BBC.
  • Rosenberg, H. (1966). Seasonal variations of births. National Center for Health Statistics, Vital and Health Statistics, Series 21, No. 9. Washington, DC: US Government Printing Office.
  • Russell, J.; Startup, M.J. (1980). "Month of birth and academic achievement". Personality and Individual Differences. 7 (6): 839–846. doi:10.1016/0191-8869(86)90082-6.
  • Schorer, J.; Baker, J.; Busch, D.; Wilhelm, A.; Pabst, J. (2009). "Relative age, talent identification and youth skill development: Do relatively younger athletes have superior technical skills?" (PDF). Talent Development & Excellence. 1 (1): 45–56.
  • Schorer, J; Cobley, S; Busch, D; Brautigam, H; Baker, J (2008). "Influences of competition level, gender, player nationality, career stage and playing position on relative age effects". Scand J Med Sci Sports. 19 (5): 720–30. doi:10.1111/j.1600-0838.2008.00838.x. PMID 18627551.
  • Sharp, C (1995). "What's age got to do with it? A study of pattern of school entry and the impact of season of birth on school attainment". Educational Research. 36: 251–265.
  • Shearer, E (1967). "The effect of date of birth on teachers' assessments of children". Educational Research. 10: 51–56. doi:10.1080/0013188670100104.
  • Sherar, L.B.; Baxter-Jones, A.; Faulkner, R.A.; Russell, K.W. (2007). "Do physical maturity and birth date predict talent in male youth ice hockey players?". Journal of Sports Sciences. 25 (8): 879–886. doi:10.1080/02640410600908001.
  • Sherar, L.B.; Bruner, M.W. (2007). "Relative age and fast tracking of elite major junior ice hockey players". Perceptual Motor Skills. 104 (3): 702–706. doi:10.2466/pms.104.3.702-706.
  • Simmons, Craig; Paull, Geoffrey C (2010). "Season-of-birth bias in association football". Journal of Sports Sciences. 19 (9): 677–86. doi:10.1080/02640410152475801. PMID 11522143.
  • Spira, G. (2008). The Boys of Late Summer: Why do so many pro baseball players have August birthdays? Slate.
  • Sykes, E.D.A., Bell, J.F., Rodeiro, C.V. (2009) Birthdate Effects: A Review of the Literature from 1990-on. University of Cambridge.
  • Tanaka, H.; Sei, M.; Binh, T.Q.; Munakata, H.; Yuasa, K.; Nakahori, Y. (2007). "Correlation of month and season of birth with height, weight and degree of obesity of rural Japanese children" (PDF). Journal of Medical Investigation. 54: 133–139. doi:10.2152/jmi.54.133.
  • Thompson, A.; Barnsley, R.; Stebelsky, G. (1991). "Born to play ball: The relative age effect and major league baseball". Sociology of Sport Journal. 8 (2): 146–151. doi:10.1123/ssj.8.2.146.
  • Till, K; Cobley, S; Wattie, N; O'Hara, J; Cooke, C; Chapman, C (2009). "The prevalence, influential factors and mechanisms of relative age effects in UK Rugby League". Scandinavian Journal of Medicine & Science in Sports. 20 (2): 320–9. doi:10.1111/j.1600-0838.2009.00884.x. PMID 19486487.
  • Toering T.T. (2011). Self-regulation of learning and the performance level of youth soccer players. ISBN 978-90-367-4884-1.
  • Vaeyens, R.; Philippaerts, R.M.; Malina, R.M. (2005). "The relative age effect in soccer: a match related perspective". Journal of Sports Sciences. 23 (7): 747–756. doi:10.1080/02640410400022052.
  • Verhulst, J (1992). "Seasonal birth distribution of West European soccer players: A possible explanation". Medical Hypotheses. 38 (4): 346–348. doi:10.1016/0306-9877(92)90030-g.
  • Vincent, John; Glamser, Francis D (2006). "Gender differences in the relative age effect among US olympic development program youth soccer players". Journal of Sports Sciences. 24 (4): 405–13. doi:10.1080/02640410500244655. PMID 16492604.
  • Wattie, N.; Baker, J.; Cobley, S.; Montelpare, W.J. (2007). "A historical examination of relative age effects in Canadian hockey players". Int Journal of Sport Psychology. 38: 178–186.
  • Wattie, N.; Cobley, S.; Baker, J. (2008). "Towards a unified understanding of relative age effects". Journal of Sports Sciences. 2008 (13): 1–7. doi:10.1080/02640410802233034.
  • Wiium, N.; Lie, S.A.; Ommundsen, Y.; Enksen, H.R. (2010). "Does Relative Age Effect Exist among Norwegian Professional Soccer Players?". International Journal of Applied Sports Sciences. 22 (2): 66–76.
  • Williams, A.M.; Reilly, T. (2000). "Talent identification and development in soccer". Journal of Sports Sciences. 18 (9): 657–667. doi:10.1080/02640410050120041.
  • Williams, J. H (2009). "Relative age effect in youth soccer: Analysis of the FIFA U17 World Cup competition". Scandinavian Journal of Medicine & Science in Sports. 20 (3): 502. doi:10.1111/j.1600-0838.2009.00961.x.
  • Williams, Phillip; Davies, PAT; Evans, ROY; Ferguson, Neil (1970). "Season of Birth and Cognitive Development". Nature. 228 (5276): 1033. doi:10.1038/2281033a0. PMID 4098403.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.