COR 074c August, 1970 Revised: July, 1999 On the Coding of Occupational Aspirations 1. COR 74D describes the dual coding of occupational aspirations into "Intended Occupation Class," (OCCL57) and "Intended Occupation Prestige (NORC)." (OCPR57) 2. Of the two codings, the latter contains far more detail, while the former has more of the character of a true occupation code. While the question in the 1/6 sample conducted by Professor J. Kenneth Little (see note) has only seven precoded categories plus an open-ended category, respondents apparently volunteered a detailed response in a large number of cases. Among male respondents in the 1/3 sample conducted by Professor William Sewell, for example, 54 prestige levels are represented in the NORC coding, and 27 levels were chosen by 25 or more respondents. In contrast, the "intended occupation class" code contains only 18 occupational categories, and 10 of these are subdivisions of the professions. The marginals for these two variables (labelled 'approximate' in the codebook) for 1/3 sample males are shown on Attachment B. 3. The "NORC" codes are not actually prestige scores. Rather, they are Duncan's curvilinear transformations of his SEI for occupations into the metric of the 1947 NORC scores. 4. There is a third entry for occupational aspirations, "R's Occupational Aspiration: Duncan's SES index." (OCST57) While each of the other codes has a category for "no information," this variable does not. There is no reference to missing data for this variable in any published papers, nor is there any documentation on how it was coded. A simple matching exercise has established that this variable is a recode of "intended occupational class". That is, it loses whatever detail was captured in the "NORC" coding. For males only, N's reported in OCCL57 were matched with those in OCST57 yielding a set of corresponding codes. Then, each set of codes was used to list the N's for females. These matched perfectly, except females reporting no future plans other than marriage were coded "19" on the Duncan SES scale. 5. In the Duncan SES recode the missing data were eliminated by assigning nonresponses (and marriage only responses) code "19", the code based on the socioeconomic characteristics of employed men not reporting an occupation in 1950. 6. The recode to the Duncan HS scale, rather than the more detailed NORC prestige scores, has been used in published regression analyses. The rationale for this choice is suggested by the comparison of correlations involving the two variables which were abstracted from output used in William H. Sewell, Archibald O. Haller, and George W. Ohlendorf. 1970. "The Educational and Early Occupational Status Attainment Process: Replication and Revision." American Sociological Review 35 (December): 1014-27. The correlations involving the Duncan SEI were higher by a substantial margin in every case. 7. This result is wholly attributable to the treatment of nonresponses in the two recodings of occupational aspiration. While nonresponses were coded "19" in the Duncan scale, they were assigned the value "00" in the NORC scale, a value which does not actually occur on the prestige scale and which is well outside the range of scale values. When non-responses for occupational aspiration are eliminated, the Duncan and NORC codings produce nearly identical correlations. 8. Our own preference for a socioeconomic code for occupational aspirations is a retransformation of the detailed NORC code back into the Duncan metric. While these results do not differ substantially from the other two codings, in most instances the correlations in this third set are the highest of the three. 9. It is apparent that the combination of recoding and deleting missing data does not substantially change the pattern of correlations for occupational aspirations for either subsample of males. Again, in most instances the correlations involving the retransformation of the NORC scores are larger. Note On 1/6 and 1/3 Samples: Professor J. Kenneth Little conducted follow-ups in Fall, 1957 and Spring, 1968 using a 1/6 random sample of all the Wisconsin 1957 high school graduates. Professor William Sewell used a 1/3 sample that consists of Little's 1/6 sample and another random sample of 1/6 of the graduates. This 1/3 sample is the sample that all subsequent WLS follow-ups have used.