NotesForthcoming
[Claude classification]: This is the first study examining generative AI deployment at scale in a real workplace. The paper includes a small initial RCT (50 agents, 7 weeks) followed by staggered rollout. Uses multiple robust DiD estimators (Sun-Abraham, Borusyak et al., Callaway-Sant'Anna, de Chaisemartin-D'Haultfoeuille). Text analysis uses all-MiniLM-L6-v2 for embeddings and SiEBERT for sentiment. Authors note they cannot observe wage effects, overall labor demand changes, or skill composition of new hires. Revised November 2023 version of April 2023 working paper.
[Claude classification]: This is the first study examining generative AI deployment at scale in a real workplace. The paper includes a small initial RCT (50 agents, 7 weeks) followed by staggered rollout. Uses multiple robust DiD estimators (Sun-Abraham, Borusyak et al., Callaway-Sant'Anna, de Chaisemartin-D'Haultfoeuille). Text analysis uses all-MiniLM-L6-v2 for embeddings and SiEBERT for sentiment. Authors note they cannot observe wage effects, overall labor demand changes, or skill composition of new hires. Revised November 2023 version of April 2023 working paper.
[Claude classification]: This is the first study examining generative AI deployment at scale in a real workplace. The paper includes a small initial RCT (50 agents, 7 weeks) followed by staggered rollout. Uses multiple robust DiD estimators (Sun-Abraham, Borusyak et al., Callaway-Sant'Anna, de Chaisemartin-D'Haultfoeuille). Text analysis uses all-MiniLM-L6-v2 for embeddings and SiEBERT for sentiment. Authors note they cannot observe wage effects, overall labor demand changes, or skill composition of new hires. Revised November 2023 version of April 2023 working paper.
[Claude classification]: This is the first study examining generative AI deployment at scale in a real workplace. The paper includes a small initial RCT (50 agents, 7 weeks) followed by staggered rollout. Uses multiple robust DiD estimators (Sun-Abraham, Borusyak et al., Callaway-Sant'Anna, de Chaisemartin-D'Haultfoeuille). Text analysis uses all-MiniLM-L6-v2 for embeddings and SiEBERT for sentiment. Authors note they cannot observe wage effects, overall labor demand changes, or skill composition of new hires. Revised November 2023 version of April 2023 working paper.
[Claude classification]: This is the first study examining generative AI deployment at scale in a real workplace. The paper includes a small initial RCT (50 agents, 7 weeks) followed by staggered rollout. Uses multiple robust DiD estimators (Sun-Abraham, Borusyak et al., Callaway-Sant'Anna, de Chaisemartin-D'Haultfoeuille). Text analysis uses all-MiniLM-L6-v2 for embeddings and SiEBERT for sentiment. Authors note they cannot observe wage effects, overall labor demand changes, or skill composition of new hires. Revised November 2023 version of April 2023 working paper.
[Claude classification]: This is the first study examining generative AI deployment at scale in a real workplace. The paper includes a small initial RCT (50 agents, 7 weeks) followed by staggered rollout. Uses multiple robust DiD estimators (Sun-Abraham, Borusyak et al., Callaway-Sant'Anna, de Chaisemartin-D'Haultfoeuille). Text analysis uses all-MiniLM-L6-v2 for embeddings and SiEBERT for sentiment. Authors note they cannot observe wage effects, overall labor demand changes, or skill composition of new hires. Revised November 2023 version of April 2023 working paper.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.
[Claude classification]: This is a foundational conceptual paper on the productivity paradox, not an empirical study of AI effects on workers. The paper proposes four explanations (false hopes, mismeasurement, concentrated distribution, implementation lags) and argues implementation lags are most compelling. Includes formal model showing how unmeasured intangible capital creates J-curve mismeasurement pattern in TFP. Uses historical analogies to electricity and earlier IT adoption. The regression analysis simply shows past productivity growth does not predict future growth (R-squared values of 0.009-0.03). Contains illustrative back-of-envelope calculations for autonomous vehicles (1.7% labor productivity gain if reducing drivers from 3.5M to 1.5M) and call centers (1% productivity gain from 60% automation of 2.2M workers). The formal model (equations 1-5) demonstrates mismeasurement effect: when growth rate of unmeasured capital investment exceeds growth rate of unmeasured capital stock, TFP is underestimated; when reversed, TFP is overestimated.