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A wave of rapid technology creation from the 1970s through the 1990s lifted the college wage premium by roughly 30% by privileging workers who learn new technologies faster; as technologies aged and standardized the effect faded, explaining the premium's flattening after 2010.

THE SKILL PREMIUM IN TIMES OF RAPID TECHNOLOGICAL CHANGE
· Fetched March 31, 2026
manual theoretical medium evidence 7/10 relevance Source
A faster pace of new technology creation raises the college wage premium because college-educated workers learn and adopt newly introduced technologies faster, and a calibrated model using text-based measures attributes roughly one-third of the 1980–2010 rise in the college premium to this mechanism.

THE SKILL PREMIUM IN TIMES OF RAPID TECHNOLOGICAL CHANGE By Tarek Alexander Hassan, Aakash Kalyani and Pascual Restrepo March 2026 COWLES FOUNDATION DISCUSSION PAPER NO. 2505 COWLES FOUNDATION FOR RESEARCH IN ECONOMICS YALE UNIVERSITY Box 208281 New Haven, Connecticut 06520-8281 http://cowles.yale.edu/ The Skill Premium in Times of Rapid Technological Change Tarek Alexander Hassan, Aakash Kalyani, and Pascual Restrepo NBER Working Paper No. 34939 March 2026 JEL No. E0, J2 ABSTRACT This paper shows that the pace of technology creation is a key driver of the skill premium. It develops a model in which skilled workers have a comparative advantage in learning new technologies. As technologies age, they become standardized and accessible to other workers. The skill premium is determined by the interplay between the pace of technology creation and standardization. A rapid pace of technology creation leads to a sustained increase in the skill premium. We calibrate the model using novel text-based data on new technologies and their changing demand for skills as they age. These data show that new technologies are initially skill intensive but become less so as they age. The data also point to an increased pace of new technology creation starting in the 1970s and tapering off in the 2000s. In response to this rapid pace of technology creation, the model generates a 32 percent increase in the college premium, which begins to reverse in the 2010s. Our framework also explains why the college premium is higher in dense cities, why its increase was mainly urban, and why it rose first for young workers and later for older workers. Tarek Alexander Hassan Boston University Department of Economics and NBER thassan@bu.edu Aakash Kalyani Federal Reserve Bank of St. Louis aakash.kalyani@outlook.com Pascual Restrepo Yale University Department of Economics and NBER pascual.restrepo@yale.edu Introduction The skill premium has risen sharply in

Summary

Main Finding

A faster pace of new-technology creation raises the skill (college) premium because college-educated workers learn to use newly invented technologies faster. Using a vintage-technology model calibrated with novel text-based measures of technology births and diffusion, the authors show that the acceleration in technology creation from roughly the 1970s through 2000 generated a sustained 28 log‑point (≈32%) rise in the US college wage premium between 1980 and 2010 (with flattening and partial reversal after 2010). Changes in the pace of technology creation account for about one third of the overall rise in college demand since 1980; the rest reflects residual structural changes (skill-biased technical change, capital deepening, automation).

Key Points

  • Mechanism: Skilled workers (proxied by college education) have a comparative advantage in learning and using newly created technologies. That advantage fades as technologies age and become standardized and accessible to less-skilled workers.
  • Dynamics:
    • If the arrival rate of new technologies (m(b)) increases, the economy temporarily shifts weight toward younger, more skill-intensive vintages, raising the skill premium.
    • The effect is transitory in theory (long-run premium depends on standardization and productivity life-cycles), but an extended period of rapid technology creation can produce long-lasting elevation in the premium.
  • Quantitative magnitudes:
    • Model generates ~28 log‑point (≈32%) increase in college premium, 1980–2010.
    • Total demand for college workers rose ~100 log points since 1980; ~1/3 attributable to faster technology creation.
    • Geography: the mechanism explains 6.2 of an 8.7 log‑point larger increase in the premium in high‑density vs low‑density areas (1980–2005).
    • Age: accounting for younger workers’ faster uptake explains about half of observed age gaps in premium increases.
  • Empirical patterns used to discipline the model:
    • New technologies are initially more college‑intensive and become less so as they age.
    • The pace of new technology creation rose starting in the 1970s, accelerated in the 1980s, and tapered in the 2000s.
    • Diffusion gaps across places: modal technology age ≈34 years in the top 1% densest locations (e.g., NYC, SF) versus ≈48 years in bottom 50% density locations.

Data & Methods

  • Data sources:
    • Novel text-based measures from Kalyani et al. (2025): identify distinct technologies using Wikipedia technology pages, link to patents via technical bigrams, and trace diffusion in job postings.
    • Labor-market evidence: Current Population Survey (CPS) for the college premium and age profiles; CPS computer-usage data by age to discipline age-diffusion parameters.
    • Regional diffusion estimated from technology ages observed in job postings across locations of varying population density.
  • Model:
    • Multi‑vintage framework: technologies born over time, each with an age profile for productivity z(u) and skill intensity α(u) (α high for new tech, declines with age).
    • Two worker types (high-skill = college, low-skill = non-college); skilled learn new vintages faster (higher α for small u).
    • Aggregate output is a CES of vintage outputs; equilibrium determines wages and quantities given the technology-age distribution m_t(u).
    • Analytical results:
      • Balanced growth path (BGP) when technology arrival rate is constant: stable skill premium independent of level of m.
      • Shock/increase in arrival rate raises skill premium transiently by shifting mass to newer vintages.
  • Calibration and quantification:
    • Calibrate α(u), z(u), and m(b) using text-based measures of technology birth rates and measured age profiles of skill demand.
    • Assume economy on BGP in 1970 and simulate the observed acceleration in technology arrival (1970–2000) to generate the college premium time series.
    • Decomposition: total change in college demand split into supply changes, change in pace of tech creation (authors’ mechanism), and residual structural changes.
  • Key identification assumptions/limitations:
    • College education used as proxy for the ability to learn new technologies.
    • Technology waves assumed identical in intrinsic characteristics (α(u) and z(u) functions are age-dependent but time-invariant across cohorts) — isolates pace rather than structural bias of successive waves.
    • Arrival rate m(b) treated as exogenous.
    • Measurement via text matching (Wikipedia–patent–job postings) can misclassify or miss some technologies; analysis focused on 1976–2007 technology tracing window.

Implications for AI Economics

  • Pace matters: If AI accelerates the creation of new technologies (many AI-enabled tools, applications, and sub‑technologies), it will tend to raise the premium for workers who can rapidly learn and apply these new tools. That effect can be large and persistent even if each individual technology eventually becomes standardized.
  • Standardization and learning-costs are crucial: The net long-run effect depends on how quickly AI or AI-enabled technologies become standardized and easy to use by non-experts. If AI lowers the learning costs for non-college workers (reducing α(u) differences or shortening the window where α is high), the premium rise will be smaller or shorter-lived.
  • Urban concentration and diffusion lags: Slow spatial diffusion of new technologies implies faster, larger wage gains in dense cities where new vintages arrive earlier. Expect AI-driven inequality to be geographically concentrated unless diffusion and adoption outside top tech hubs are accelerated.
  • Age and cohort effects: Younger workers (and those with greater capacity to learn/adapt) will benefit earlier from AI-driven waves. Policies aimed at reskilling older workers and accelerating their adoption could reduce cohort gaps.
  • Policy levers:
    • Speed up diffusion and lower effective learning costs (training, user-friendly interfaces, accessible tooling, public digital infrastructure) to shrink the window of skill‑biased adoption.
    • Support for regions lagging in adoption (subsidies, digital infrastructure, remote training) to limit urban divergence.
    • Monitor not only which technologies are being created but also their diffusion and standardization rates—text-based patent/job‑post indicators are a useful early-warning toolkit.
  • Complementarity with other mechanisms: The paper finds that faster tech creation explains about one third of the historical rise in the college premium; residual structural factors (automation, capital deepening, inherent skill bias of successive waves) remain important. For AI, both the pace of creation and the intrinsic nature of AI (automation vs augmentation, capital intensity) will jointly determine outcomes.

Short takeaway: beyond debates about whether AI is inherently skill‑biased, this paper highlights that the speed at which new AI-enabled technologies are produced and the pace at which they are standardized and diffused are central — accelerating creation raises the premium for fast learners (often college-educated and urban), while faster standardization/diffusion and tools that lower adoption costs by non-experts can blunt that effect.

Assessment

Paper Typetheoretical Evidence Strengthmedium — The paper combines a clear micro-founded model with novel text-based measurements and a careful calibration that reproduces historical patterns (college premium over time, spatial and age gradients). However, identification of causality relies on strong structural assumptions (exogeneity of technology arrival, identical life-cycle profiles, mapping college to learning ability) and no independent quasi-experimental variation is used, so alternative mechanisms cannot be fully ruled out. Methods Rigorhigh — Theoretical development is thorough, equilibrium properties are derived formally, and the empirical component leverages novel large-scale text linkage across patents, Wikipedia and job postings and standard CPS microdata for validation and calibration; the paper conducts decompositions (supply vs. pace vs. residual structural change) and extends the model to geography and cohorts, indicating a rigorous multi-pronged approach—though rigor is constrained by structural assumptions and measurement choices. SampleNovel text-based dataset (building on Kalyani et al. 2025) linking Wikipedia technology pages to patent text and job postings to identify technology 'births' and trace diffusion across occupations/regions for 1976–2007; CPS microdata for wage series and demographics (college premium 1965–2021) and age-specific computer use; regional population density measures for spatial diffusion analysis; calibration combines these sources to fit α(u), z(u), and m(b). Themeslabor_markets innovation inequality adoption IdentificationStructural, model-based identification: the authors build a calibrated lifecycle model in which skilled workers learn new technologies faster and use novel text-derived measures of technology birth, age-specific skill intensity, and diffusion (from patent text, Wikipedia technology pages, and job postings) to discipline key functions (pace of technology creation m(b), skill intensity α(u), and productivity life-cycle z(u)); causal claims rest on the model's assumptions (exogenous arrival rate of technologies, invariant life-cycle profiles across cohorts) rather than on quasi-experimental variation or instrumental variables. GeneralizabilityFocused on US labor market patterns and historical period (technology birth data primarily 1976–2007; wage series to 2021) so international/general cross-country inference is limited, Relies on college attainment as a proxy for the ability to learn new technologies, which may misrepresent heterogeneity within education groups, Assumes identical life-cycle and skill-intensity profiles across technology cohorts (no structural change in technologies' intrinsic bias), which may not hold for AI-era innovations, Text-based identification of technologies may misclassify or miss technologies (measurement error) and is sensitive to keyword/bigram mapping choices, Model abstracts from firm-level heterogeneity, organizational change, policy, and capital-skill complementarity dynamics that could affect the skill premium

Claims (12)

ClaimDirectionConfidenceOutcomeDetails
The pace of technology creation is a key driver of the skill premium: a rapid pace of technology creation leads to a sustained increase in the skill premium (because skilled workers learn to use new technologies faster). Wages positive high skill premium (college wage premium)
0.12
New technologies are initially skill intensive (demand more college-educated workers) but become less so as they age (they get standardized and accessible to less-skilled workers). Adoption Rate negative high demand for college-educated workers by technology age
0.2
The data show a temporary increase in the pace of new technology creation beginning in the 1970s, accelerating in the 1980s, and tapering off in the 2000s. Adoption Rate positive high rate of arrival of new technologies (pace of technology creation)
0.2
When calibrated to the observed pace of technology creation, the model generates a 28 log-point (32 percent) increase in the college premium between 1980 and 2010, which then flattens and begins to revert. Wages positive high college premium over 1980–2010
28 log-point (32 percent) increase
0.12
Total demand for college-educated workers increased by 100 log points since 1980; changes in the pace of technology creation account for one-third of that increase, with the remainder attributed to residual structural changes in production. Wages positive high demand for college-educated workers (log points since 1980)
100 log points total; one-third attributed to pace of technology creation
0.12
The mechanism explains why the college premium is higher in dense cities and why its increase was mainly urban. Wages positive high college premium by city density
0.12
The modal technology in the top 1% densest locations (e.g., New York, San Francisco) is 34 years old, while the modal technology in the bottom 50% lowest-density locations is 48 years old, indicating sizable diffusion gaps. Adoption Rate null_result high modal technology age by location density
modal technology age 34 years (top 1%), 48 years (bottom 50%)
0.2
Slow diffusion, combined with the rapid pace of technology creation, accounts for 6.2 of the 8.7 log-point differential increase in the skill premium between high- and low-density regions over 1980–2005. Wages positive high regional differential increase in skill premium (log points) over 1980–2005
6.2 of 8.7 log-point differential increase
0.12
The college premium rose first among young workers and later among older workers; a model extension that assumes younger workers have a comparative advantage in new technologies generates age-specific increases that account for half of the observed age gaps. Wages positive high college premium by worker age (timing and magnitude of increase)
accounts for half of the age gaps
0.12
Proposition 1: With a constant pace of technology creation (m(b)=m), the model admits a unique balanced growth path (BGP) along which real wages and output grow at rate g, the skill premium remains constant and is independent of m. Wages null_result high skill premium dependence on pace parameter m along BGP
0.12
Proposition 2: An increase in the pace of technology creation (m(b) rising from m to m') generates a transitory increase in the skill premium (even if the increase is permanent, because new technologies eventually age). Wages positive high transitional behavior of skill premium following a change in m(b)
0.12
Data construction: The authors treat Wikipedia technology pages as distinct technologies and trace them across patents and job postings from 1976 to 2007, using technical bigrams to identify technologies in texts. Adoption Rate null_result high coverage and method of technology identification in data
0.2

Notes