论文信息 - Relative changes in intelligence from 13 to 18. I. Background and methodology.

Relative changes in intelligence from 13 to 18. I. Background and methodology.

Harnqvist, K. Relative changes in intelligence from 13 to 18. I. Background and methodology. Scand. J. Psychol., 1968, 9, 50–64.—A ten-percent sample of the Swedish school population born in 1948 took an intelligence test at the age of 13. The male part was tested again at 18 in connection with enrolment for military service in 1966. Complete test scores are available for 4616 men. The data were used to investigate relative changes in intelligence connected with differences in education and home background. In this report the theoretical and statistical bases for such comparisons are analyzed. In part II the results are reported.

K. Härnqvist

[1] L. Humphreys. Critique of Cattell's "theory of fluid and crystallized intelligence: a critical experiment". , 1967, Journal of educational psychology.

[2] Allan Svensson. Sociala och regionala faktorers samband med över- och underprestation i arbetet : pedagogisk-sociologiska studier jämte en beskrivning av skolstatistikens individualuppgifter , 1964 .

[3] R. Cattell. Theory of fluid and crystallized intelligence: A critical experiment. , 1963 .

[4] M. Wallach. Research on children's thinking. , 1963 .

[5] Lloyd G. Humphreys,et al. The organization of human abilities. , 1962 .

[6] K. J. Hayes,et al. Genes, Drives, and Intellect , 1962 .

[7] Av professor Kjell Härnqvist. INTELLIGENSUTVEGKLING OGH SKOLRESULTAT , 1959 .

[8] G. A. Ferguson,et al. On transfer and the abilities of man. , 1956, Canadian journal of psychology.

[9] J. Guilford. The structure of intellect. , 1956, Psychological bulletin.

[10] J. Tukey,et al. Components in regression. , 1951, Biometrics.

[11] D.Sc. Joseph Berkson. Are there Two Regressions , 1950 .

[12] M. S. Bartlett,et al. Fitting a Straight Line When Both Variables are Subject to Error , 1949 .

[13] R. L. Thorndike. Regression fallacies in the matched groups experiment , 1942 .

[14] A. Wald. The Fitting of Straight Lines if Both Variables are Subject to Error , 1940 .