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THE COMPETITIVE SEMICONDUCTOR MANUFACTURING HUMAN
RESOURCES PROJECT:
Second Interim Report
CSM-32
Clair Brown, Editor
9. The Evolution of Skill Demand and the Nature
of the Employment Relationship in a Technology-Intensive Firm
Vincent M. Valvano
9.4 Earnings Determination
at NewTech
Promotions are a primary incentive mechanism for employees in large
firms and have a major impact on earnings over the length of a career.
Promotions are typically defined by the firm in relation to a hierarchy
of jobs or levels. A standard description of the hierarchical structure
of a large firm is based on job titles. The bottom level of the
hierarchy consists of entry level jobs in which the majority of
entrants are new hires from outside the firm. The next level in
the hierarchy consists of jobs which are primarily fed by entry
level jobs, and subsequent levels are mapped in similar fashion.
A promotion is defined as a move from a job title situated at a
lower level of the hierarchy to one at a higher level.
The hierarchy at NewTech differs in definition from the classic
hierarchical structure based on job titles. For managers and professionals,
a promotion is defined as a move between job grades rather than
a move between job titles. As is evident in Table 9-3, relatively
few employees change job titles more than once at NewTech. (However,
because Table 9-3 makes no adjustment for length of employment and
includes employees with relatively short employment spells, the
importance of job title changes is likely to be understated.) Moves
between job grades are more common. For example, between 1993 and
1994, 8.7% of continuing managerial and professional employees at
NewTech changed job title, while 22% changed job grade.
Table 9-3. Percentage Distribution
of Unique Job Spells for Managers and Professionals, 1983-1994.
Panel A. Job Spells-Entering
Managers
| Number of Job Spells |
Managerial
Jobs (%)
|
Professional
Jobs (%)
|
Total
(%)
|
| 0 |
. |
82.4 |
. |
| 1 |
54.8 |
14.6 |
45.2 |
| 2 |
38.2 |
2.4 |
39.6 |
| 3 |
5.0 |
0.4 |
11.0 |
| 4 |
1.7 |
0.1 |
3.1 |
| 5 |
0.2 |
. |
0.8 |
| 6 |
0.1 |
. |
0.2 |
| 7 |
0.1 |
. |
. |
| 8 |
. |
. |
0.1 |
| N |
|
|
1,652 |
Panel B. Job Spells-Entering
Professionals
| Number of Job Spells |
Professional
Jobs (%)
|
Managerial
Jobs (%)
|
Total
(%)
|
| 0 |
. |
91.1 |
. |
| 1 |
52.5 |
7.3 |
48.1 |
| 2 |
37.5 |
1.3 |
38.0 |
| 3 |
8.0 |
0.2 |
10.1 |
| 4 |
1.6 |
0.1 |
2.7 |
| 5 |
0.3 |
. |
0.9 |
| 6 |
0.0 |
. |
0.2 |
| 7 |
. |
. |
0.0 |
| N |
|
|
8,034 |
Note: Derived from a pooled sample of new
entrants to the firm during 1983-1994. Includes left-censored employees
(those who transferred in from another division in the firm or changed
from non-exempt to exempt status) and right-censored employees.
(.) denotes empty cell. An employee is initially designated Manager
or Professional based on his/her entry occupational classification.
A job spell is a continuous period of time in one job title.
Although the hierarchy at NewTech is
defined by job grades, it does not necessarily differ in qualitative
respects from the standard hierarchy defined above. A hierarchy
based on job titles may be largely identical to one based on job
grades, if subsets of job titles in the standard hierarchy are closely
related in function. For example, at another technology firm that
is similar to NewTech in many respects, the concept of job level
is explicit in job titles. Electrical engineers at this firm move
through five closely related levels. Differences between levels
are based on differences in job complexity and responsibility. Engineers
ostensibly move through the level structure as they acquire more
skill and experience in their job. An outside researcher examining
this firm's personnel records will observe engineers moving between
job titles, beginning with Electrical Engineer III, then Electrical
Engineer II, and so on, with a top level of Staff Electrical Engineer.
At NewTech, we observe engineers who remain in the (hypothetical)
job title Electrical Engineer, but who move through a series of
job grades, A, B, C, etc. There is no reason to believe a priori
that the two systems differ in respect to the ranking and promotion
of employees.
Professional and managerial employees at NewTech move through a
common set of 11 ordered job grades. In addition, six higher grades
are populated by top managers. Figure 9-2
presents a distribution of employees by grade for 1988. Entry by
professionals is concentrated in the lower grades but is not restricted
to those grades, as is evident in Table 9-4. Minimum tenure values
of zero in six of the bottom seven grades suggest that new hires
are entering in each of those grades. Average tenure increases with
grade through the bottom half of the grade structure before leveling
out. But there are also high-tenure employees in the lower grades,
which suggests that some employees experience few or no promotions
during their tenure at NewTech.
Table 9-4. Tenure (in Years) by
Job Grade for U.S. Managers and Professionals, 1988
| Job Grade |
N |
Mean
Tenure
|
S.D. |
Min. |
Max. |
| A |
294 |
2 |
2 |
0 |
30 |
| B |
64 |
3 |
3 |
0 |
12 |
| C |
625 |
5 |
5 |
0 |
33 |
| D |
130 |
7 |
8 |
1 |
33 |
| E |
759 |
12 |
9 |
0 |
37 |
| F |
493 |
14 |
8 |
0 |
36 |
| G |
380 |
17 |
9 |
0 |
46 |
| H |
275 |
17 |
8 |
1 |
37 |
| I |
156 |
20 |
8 |
2 |
38 |
| J |
60 |
21 |
7 |
10 |
37 |
| K |
21 |
21 |
6 |
11 |
32 |
| L |
14 |
20 |
7 |
9 |
36 |
| M |
8 |
21 |
5 |
12 |
29 |
| N |
3 |
25 |
8 |
16 |
30 |
| O |
2 |
16 |
0 |
16 |
17 |
| P |
1 |
20 |
. |
. |
. |
| S |
1 |
27 |
. |
. |
. |
| All Grades |
3,286 |
11.4 |
9.3 |
0 |
46 |
Mean salary increases in job grade as
does wage dispersion (Figure 9-3). There
is also wage overlap across grades, which indicates that wages are
not determined solely by job grade. In an exercise not reported
here, I have examined mean salary by grade separately for managers
and professionals. In general, the means are close and professionals
often have a slight earnings advantage in many of the grades in
which they are represented. However, the professional track does
not extend to the upper echelons of the grade hierarchy. The proportion
of professionals in grades I, J, and K falls rapidly, and there
are no professionals in the highest grades, L and above, which account
for less than 1% of total managerial and professional employees.
Of central interest is the relationship between the grade hierarchy
and earnings variation within the firm. Several interpretations
of this relationship are conceivable. We have already seen that
earnings are not perfectly defined by grade (Figure
9-3), and so can discount a rigidly administered pay policy.
However it is still possible that administrative rules which, for
example, limit within-grade salary dispersion, are important for
earnings variation.
A second interpretation of the relation between job grades and earnings
variation would maintain that grades are a "superficial"
explanation of pay and that other variables actually drive earnings
variation. The candidate variables may be standard human capital
variables, such as education and tenure, or omitted variables, such
as differences in individual ability or productivity. If omitted
human capital or individual effects are important for earnings variation,
we would expect to find observationally equivalent individuals advancing
through the grade hierarchy at different rates. The wide range of
tenure observed across employees within the same grade (Table 9-4)
suggests that this is occurring to some extent at NewTech.
Finally, of course, it is possible that administered rules, human
capital, and individual effects each contribute to earnings variation
in the firm. The results of an initial analysis of earnings variation
among managers and professionals are presented in Tables 9-5 and
9-6. Three models are estimated (each controlling for year effects):
a standard human capital earnings function, an equation that includes
only organizational variables (job grades), and a combined model
that includes human capital and job grade variables (Table 9-6).
The regressions use pooled observations from the sub-sample of U.S.
managers and professionals during 1976-1994. The combined model
was also estimated using cross-section data from 1988. The dependent
variable in each equation is the log of real annual pay, including
salary and bonus (in constant 1994 dollars).
Table 9-5. Components of the Variance
of Pay for Professionals and Managers, 1976-1994
| Source of Variation |
Percent of Sum of Squares
|
Degrees of Freedom |
| 1. Job Grade |
40.2 |
14 |
| 2. Human Capital |
0.2 |
7 |
| 3. Year |
1.3 |
18 |
| 4. Joint Job Grade, H.C., Year
|
49.6 |
C |
| 5. Total Between Cells |
91.3 |
39 |
| 6. Interactions / Residual
|
8.7 |
64,062 |
| Total |
100.0 |
64,101 |
| Total Sum of Squares |
5,855 |
Notes: Each of the main effects in lines
1-3 is conditional on the other two. Line 5 is the R-squared of
the combined model in Table 9-6. Line 4 is the difference between
line 5 and the sum of lines 1-3. Line 6 is 100 minus line 5. The
human capital factor includes age, firm tenure, firm tenure squared,
and a dichotomous variable for education level. Pay is the natural
log of base salary plus bonus.
Table 9-6. Effects of Human Capital and Job Grade
on Annual Pay Levels
| |
|
1976-1994 Pooled Regressions
|
|
| Independent
Variables
|
Sample Means,
Characteristics
|
a. Human Capital |
b. Job Grades |
c. Combined |
1988 Cross Section |
| Year Dummies |
|
yes |
yes |
yes |
|
| Intercept |
|
10.40
(.0056)
|
10.54
(.0018)
|
10.51
(.0025)
|
10.48
(.0085)
|
| High school diploma or equivalent |
7.1% |
-.164
(.0036)
|
|
-.0002*
(.0015)
|
-.0045*
(.0065)
|
| Associate degree |
1.1% |
-.164
(.0081)
|
|
-.0048*
(.0034)
|
-.0061*
(.013)
|
| Master's degree |
29.7% |
.106
(.0019)
|
|
.013
(.0008)
|
.0072*
(.0034)
|
| Doctorate |
5.7% |
.296
(.0037)
|
|
.036
(.0017)
|
.022
(.0076)
|
| Age (years) |
37.1 |
.006
(.0002)
|
|
.0009
(.00007)
|
.001
(.0003)
|
| Tenure (months) |
119 |
.003
(.00003)
|
|
-.00001*
(.00001)
|
.0001*
(.00007)
|
| Tenure2 |
|
-.000006
(.00000008)
|
|
.0000002
(.00000004)
|
-.0000003*
(.0000002)
|
| Grade B |
2.1% |
|
.057
(.0027)
|
.055
(.0027)
|
.040
(.0114)
|
| Grade C |
19.8% |
|
.149
(.0014)
|
.141
(.0014)
|
.153
(.0061)
|
| Grade D |
4.1% |
|
.194
(.0021)
|
.183
(.0021)
|
.208
(.0091)
|
| Grade E |
24.1% |
|
.34
(.0013)
|
.323
(.0016)
|
.341
(.0068)
|
| Grade F |
12.7% |
|
.49
(.0015)
|
.464
(.0018)
|
.492
(.0077)
|
| Grade G |
11.9% |
|
.619
(.0015)
|
.595
(.0019)
|
.641
(.0083)
|
| Grade H |
7% |
|
.754
(.0017)
|
.724
(.0022)
|
.772
(.0091)
|
| Grade I |
4.4% |
|
.901
(.0020)
|
.869
(.0024)
|
.935
(.0103)
|
| Grade J |
1.5% |
|
1.03
(.0031)
|
.995
(.0034)
|
1.07
(.0133)
|
| Grade K |
0.8% |
|
1.13
(.0041)
|
1.10
(.0043)
|
1.21
(.0201)
|
| Grade L |
0.3% |
|
1.30
(.0067)
|
1.26
(.0068)
|
1.36
(.0244)
|
| Grade M |
0.2% |
|
1.39
(.0082)
|
1.36
(.0083)
|
1.49
(.0315)
|
| Grade N |
0.1% |
|
1.53
(.0126)
|
1.49
(.0125)
|
1.59
(.0503)
|
| Grade O and above |
0.3% |
|
1.65
(.0065)
|
1.61
(.0067)
|
1.98
(.0440)
|
| R2 |
|
.511 |
.911 |
.913 |
.927 |
| R2 without
year dummies |
|
.501 |
.898 |
.900 |
|
| N |
|
64,102 |
64,102 |
64,102 |
3,513 |
| Dependent Mean |
|
10.90 |
10.90 |
10.90 |
10.94 |
Note: All regressions are OLS. The dependent
variable is the annual observation of the log of real annual salary
plus bonus in constant 1994 dollars. Standard errors are in parentheses.
Coefficients that are not significant at the one percent level are
indicated by an asterisk.
An analysis of variance of earnings (Table
9-5) provides an estimate of the explanatory power of the human
capital and job grade variables in the combined (main effects) model
in Table 9-6. Following the method of Groshen (1991) and Leonard
(1989), OLS regressions are used to measure the separate and joint
contributions of each main effect (human capital, job grade, and
year) to earnings variance. Controlling for the other main effects
(human capital and year), job grades can unambiguously account for
40% of earnings variance. This is a large effect and indicates that
job grades importantly structure pay in the firm. In contrast, human
capital variables (tenure, tenure squared, age and education) together
can unambiguously account for less than 1% of variation, controlling
for the other main effects. By themselves, typical measures of human
capital (age, tenure and education) contribute little to explaining
pay differences. This result is not entirely surprising, given the
highly-skilled and highly-educated character of this employee sample.
Year effects can explain about 1% of pay variance, suggesting that
earnings do not importantly adjust to external economic shocks or
variations in firm performance. A significant amount of earnings
variance (50%) cannot be unambiguously attributed to any one main
effect because of collinearity between the main effects. For example,
it has already been noted that tenure increases in job grade (Table
9-4). The scope for interactions between human capital, job grade
and year is relatively small, accounting for 9% of pay variance.
While there is some variation within job grade-human capital-year
class, its importance is overshadowed by the variation across job
grades. The size of the interaction effect also represents an upper
bound on individual variation after conditioning by the main effects.
Individual variation within job grade is perhaps not negligible
but it does not go far towards explaining overall earnings variation
in the firm. This does not mean, however, that individual performance
is unimportant in determining pay. Rather, it implies that to increase
pay significantly, employees must change job grades, i.e. be promoted.
The ANOVA results thus point to an investigation of the determinants
of promotion and a consideration of other variables that may better
measure individual performance or proxy for unobserved human capital.
The longitudinal aspect of the NewTech data set allows a number
of additional issues to be addressed. One important issue is the
extent to which pay adjusts to product or labor market shocks. In
Figure 9-4, real mean salary is plotted
by grade for the period 1976-1994. There is some evidence of adjustment,
although the overall impression is of stability of real earnings
over time, especially for the lower grades. Higher grades display
more variability in real earnings. This stability is confirmed by
a comparison of earnings equations estimated with and without year
controls (Table 9-6). The R2 for each equation is presented for
each of the three models. Evidently, controlling for year provides
little additional explanatory power in each case.
Cohort analysis is also a useful way to gain insight into wage determination
inside the firm. In Figure 9-5, the real
earnings paths for the 1976-1991 cohorts are plotted. A cohort is
comprised of all managers and professionals who entered the NewTech
business unit during a given year. Some variation in mean starting
salary is evident across cohorts, as the classic model of the internal
labor market predicts. But the shape of earnings profiles across
cohorts also varies significantly over time. This is contrary to
the prediction of the classic ILM model, which holds that insiders
are insulated from external market pressures on wages. Two effects
are evident. First, beginning in 1986, the slope of many of the
cohort salary paths became significantly more flat. This effect
is consistent with a pay policy change by the firm. For example,
perhaps the firm shifted some compensation from base salary to a
form of variable compensation such as profit sharing, which is not
accounted for here. A second effect is that later cohort wage paths
don't achieve the steepness of earlier cohort paths. As consequence,
simple returns to tenure vary across cohorts. For example, after
ten years, the mean salary (in real terms) of the 1976 cohort had
increased by 70%, while the 1980 cohort experienced a 53% gain after
the same amount of tenure, and the 1984 cohort experienced a 33%
gain. Although the levels of return to tenure may be understated
if other forms of compensation besides salary are important, there
is no reason to expect the cohort effect to disappear in this case.
These cohort effects are currently being analyzed in more detail.
9.5 Career Length and Turnover Patterns
Analysis of turnover in the firm can provide insight on the nature
of human capital in the firm and help discern among theories of
wage determination. For example, if human capital is predominantly
firm-specific, we would expect turnover to decline as employees'
investment in firm-specific capital increases. Firms may also use
steep earnings profiles to reduce turnover, although such profiles
may also reflect shared investments by the firm and its employees
in specific training. Existing empirical research on turnover generally
finds a strong monotonic decline in the separation rate as tenure
in the job increases (see Anderson and Meyer, 1994, who measure
separation rates at quarterly tenure intervals). Large firms tend
to have lower permanent separation rates than small firms and high-wage
firms have lower separation rates than low-wage firms.
An initial review of the data suggests that employment separation
patterns at NewTech differ from what might be expected, based on
our knowledge of aggregate turnover trends. Figure
9-6 presents yearly hazard rates for employment separation rates
for managerial and professional employees in five cohorts. The hazard
rate for a given cohort in a given year represents the proportion
of employees in the cohort who will leave the firm in the coming
year having "survived" up to that year. For example, the
hazard of .25 in year 3 for 1976 cohort indicates that of the cohort
members who have accumulated three years of tenure, one-quarter
will leave between year 3 and year 4. Two notable aspects of turnover
at NewTech are evident in Figure 9-6.
Separation rates do not monotonically decline as tenure increases,
unlike results that have been generally reported. In fact, these
rates don't peak until year three of tenure. In addition, separation
rates remain high (above 10%) for most cohorts up to the seventh
or eighth year of tenure. Finally, differences in separation rates
across cohorts are also evident. These patterns suggest that distinctive
firm or industry characteristics have an important effect on the
nature of the employment relationship and deserve to be explored
in additional detail.
9.6 Summary
1. The occupational distribution of NewTech employment, both worldwide
and in the United States, shifted toward higher-skill professionals
between 1985 and 1994. The share of professional employees in the
U.S. grew by 70% during the period, while manager and technician
shares both declined and the operative share of employment remained
stable.
2. NewTech employment in the United States is relatively more skill
intensive than worldwide employment. The employment shares of professionals
and technicians are larger in the U.S. than overall at NewTech,
while the share of operatives based in the U.S. is lower.
3. The movement of employees between professional and managerial
job titles is sizeable and the direction of the flow is two-way.
For example, 17% of employees who entered NewTech in a managerial
job during 1983-1994 experienced at least one spell in a professional
job. Professionals at NewTech are the most important source of entry
into managerial titles, accounting for over half of entry into such
jobs.
4. Professionals and managers move through a common set of ordered
job grades, which importantly structure pay at NewTech. In addition,
six higher grades are populated by top managers. By themselves,
typical measures of human capital (tenure and education) contribute
little to explaining pay differences but omitted measures of human
capital or individual performance are still likely to be important
determinants of pay.
5. Real earnings over time at NewTech are relatively stable. There
is little evidence of adjustment of real mean earnings by grade
to labor or product market shocks. Some variation in mean starting
salary is evident across cohorts, and the shape of earnings profiles
across cohorts also varies significantly over time.
6. Employment separation rates for managers and professionals continue
to increase until after the third year of tenure and remain above
10% for most cohorts until the seventh or eighth year of tenure.
End of Chapter 9
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