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This dataset provides **task-level measures of labor input within occupations**, constructed from O*NET task frequency data.
For each occupation–task pair, we estimate:
* **Task flow (μ)**: expected number of times a task is performed annually per worker within an occupation
* **Task share (π)**: proportion of total labor input allocated to the task
Under a homogeneous task-duration assumption, task shares can be interpreted as **time allocations across tasks within occupations**.
Unlike standard O*NET-derived measures, this dataset provides **statistically specified estimators of task-level labor input**, including uncertainty (variance) for incumbent-based estimates.
These measures enable:
* AI exposure measurement
* workforce decomposition
* automation targeting
* task-level economic analysis
---
## Measurement Units
* **Task flow (μ)**
Expected annual number of task occurrences **per worker within an occupation**
* **Task share (π)**
Fraction of total labor input allocated to a task within an occupation
Interpretable as a time share under the assumption of homogeneous task duration.
---
## Data Files
Data is organized by:
* O*NET version
* estimate type (mean vs full)
* measure (flow vs share)
### Mean estimates (point estimates only)
* Task flow (μ):
`task_labor_input_mean_estimates/{ONET_VERSION}/ONET_{ONET_VERSION}_weight_mode_STANDARD_task_flow_mean_estimates.csv`
* Task labor input share (π):
`task_labor_input_mean_estimates/{ONET_VERSION}/ONET_{ONET_VERSION}_weight_mode_STANDARD_task_labor_input_mean_estimates.csv`
### Full estimates (mean + variance)
* Task flow (μ):
`task_labor_input_full_estimates/{ONET_VERSION}/ONET_{ONET_VERSION}_weight_mode_STANDARD_task_flow_full_estimates.csv`
* Task labor input share (π):
`task_labor_input_full_estimates/{ONET_VERSION}/ONET_{ONET_VERSION}_weight_mode_STANDARD_task_labor_input_full_estimates.csv`
---
## Mean vs Full Estimates
* **Mean estimates**
Combine incumbent and analyst task ratings and report **point estimates only**.
* **Full estimates**
Rely exclusively on **incumbent survey data**, which provides frequency distributions with sampling uncertainty.
This enables construction of **fully specified estimators**, including:
* mean (μ or π)
* variance (Var)
Full estimates therefore support **statistical inference and uncertainty quantification**, while mean estimates provide broader coverage.
---
## Dataset Structure
Each dataset is defined at the **occupation–task level**, with one row per `(onetsoc_code, task_id)` pair.
### Columns
**Mean estimates:**
* `onetsoc_code` — O*NET occupation code
* `task_id` — O*NET task identifier
* `mean` — Estimated value (μ or π)
**Full estimates:**
* `onetsoc_code` — O*NET occupation code
* `task_id` — O*NET task identifier
* `mean` — Estimated value (μ or π)
* `variance` — Estimated variance of the estimator
---
## Data Source: O*NET
O*NET task frequency data is based on:
* **Incumbents (survey respondents)**
Provide frequency distributions with associated standard errors
* **Analysts (occupation experts)**
Provide point estimates without measures of dispersion
This dataset distinguishes between:
* combined estimates (mean only)
* incumbent-based estimates (mean + variance)
---
## Coverage
The dataset includes multiple O*NET releases (from version 20.1 onward).
Each version may differ due to:
* updates to task definitions
* changes in occupation coverage
* new survey responses
⚠️ **Version comparability note**
O*NET releases are not strictly comparable over time. Differences across versions may reflect survey and taxonomy updates rather than true economic changes.
---
## Quick Start
```python
import pandas as pd
job_task_input_mean_estimates = pd.read_csv(
"https://huggingface.co/datasets/MIT-WAL/job_task_input_share/resolve/main/task_labor_input_mean_estimates/30_2/ONET_30_2_weight_mode_STANDARD_task_labor_input_mean_estimates.csv"
)
```
---
## Example Applications
* AI exposure measurement at the task level
* Workforce decomposition into task bundles
* Construction of task-based production functions
---
## Limitations
* Task durations are assumed homogeneous when constructing task shares
* Task flows rely on discretized frequency bins (midpoint approximation)
* Full estimates are limited to incumbent-based tasks
* Measurement error arises from survey sampling and bin approximation
* Cross-version comparisons should be interpreted with caution
---
## Citation
If you use this dataset, please cite:
Bouquet, Pierre and Sheffi, Yossi (2026).
*Measuring the Intensive Margin of Work: Task Shares and Concentration.*
MIT Center for Transportation & Logistics Research Paper No. 2026/004.
SSRN: https://ssrn.com/abstract=6174538
DOI: http://dx.doi.org/10.2139/ssrn.6174538
---
## License
Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International
(CC BY-NC-ND 4.0)
https://creativecommons.org/licenses/by-nc-nd/4.0/
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