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A cross-country analysis of linkages between working hours and environmental impacts

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  • A cross-country analysis of linkages between working hours and environmental impacts

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    A cross-country analysis of linkages between working hours and environmental impacts

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Abstract

This article investigates the relationship between working hours and environmental pressures using panel data from 30 countries – including the European Union countries, Norway, Switzerland and the United Kingdom – over several decades. It examines four indicators: carbon dioxide (CO₂) emissions, carbon footprint, total ecological footprint and energy use. Building on established theories and introducing several extensions, the article describes the estimated effects of working hours on environmental variables, controlling for key macroeconomic and structural factors. Results show a significant positive association between working hours and environmental pressures (especially CO₂ emissions). These findings remain robust across specifications, though effect sizes vary. Further estimations along the distribution of environmental variables reveal stronger associations at the lower and middle ends, particularly for CO₂. While not claiming causality, the study finds a consistent empirical association between working hours and environmental pressures, which could also be evidence of an environmental Kuznets curve.

Keywords: hours worked, working time reduction, environmental pressures, CO2 emissions, carbon and ecological footprint, energy use

Published on
2026-04-07

Peer Reviewed

Responsibility for opinions expressed in signed articles rests solely with their authors, and publication does not constitute an endorsement by the ILO.

This article is also available in French, in Revue internationale du Travail 165 (2), and Spanish, in Revista Internacional del Trabajo 145 (2).

                                                                                                                               

1. Introduction

The climate emergency demands substantial reductions in greenhouse gas emissions to prevent irreversible and catastrophic outcomes. In parallel, the severe degradation of the environment and biodiversity loss due to rapid industrialization necessitate a new economic model that ideally decouples economic growth from further resource use. To address these environmental challenges, conventional policy approaches have primarily focused on transitioning from polluting energy sources to cleaner and renewable ones. However, achieving a successful green transition and ensuring environmental sustainability may also require action in other policy domains, including labour markets and labour supply. As Ostrom (2009) suggests, economic activities are inherently embedded within a social-ecological system, involving intrinsic linkages between labour markets and the environment. These interconnections, coupled with the ongoing climate crisis, call for a rethinking of how labour is organized (ILO 2019).

Given these intrinsic linkages, this article – along with others such as Schor (2005), Knight, Rosa and Schor (2013), Kreinin and Aigner (2022) and Fitzgerald, Givens and Briscoe (2024) – argues that one way to address climate change and limit its negative impacts on the environment could be through a labour market instrument: the reduction of working time. To assess whether this approach could serve as a viable option – among other mitigation strategies – in addressing climate change, this article aims to establish and quantify the relationship between hours worked and several environmental indicators across a set of European countries over the past few decades.

In this context, the European Green Deal and its Fit for 55 package set out a road map towards a net-zero economy in the European Union (EU). Similar decarbonization plans have been adopted by many countries worldwide, aiming to reduce emissions and, to a varying extent, limit resource extraction. However, these plans often assume the maintenance of similar levels of consumption and growth patterns, which have already contributed to the climate emergency and are typically associated with high energy demand and resource extraction. This dynamic risks placing further strains on the planet, even as efforts are made to shift from polluting energy sources to cleaner alternatives (Bohnenberger 2022; Urban, Chapman and Rizos 2024). While emerging research is increasingly recognizant of the impact of the decarbonization process on work patterns and labour markets more generally, policy discussions tend to focus on the consequences of sectoral restructuring of fossil-fuel-intensive industries, which are often regionally concentrated and, therefore, may necessitate localized policy responses (Black, McKinnish and Sanders 2005; Beckfield et al. 2020; Hanson 2023; OECD 2024). However, if the objective is to transition to a net-zero economy within planetary boundaries, more ambitious policies beyond energy transition (Schor 2005) and “far-reaching changes in countries’ production and consumption” systems (Hanson 2023) will be necessary.

One promising area for policy action is working time reduction, given its potential aggregate impact on the environment through several channels. One commonly advocated mechanism relates to the redistribution of productivity gains. The proponents of working time reduction argue that the extensive productivity gains over recent decades could be translated into reduced working time while keeping the aggregate output at the same level – or even lower levels for some high-income and industrialized countries – by offering workers more non-working time, where the latter is an invaluable yet scarce asset and is associated with improved well-being (Hayden and Schandra 2009; Schor 2010). In other words, alongside conventional efforts in energy transition, working time reduction could kill two birds with one stone by, on the one hand, alleviating negative repercussions on the environment and addressing a key driver of climate change, and, on the other hand, improving the well-being of workers (Schor 2005; Knight, Rosa and Schor 2013). Another way in which reduced working time may ease environmental pressures is by encouraging behavioural changes at the individual, household or organizational level, thereby fostering more sustainable lifestyle choices and consumption patterns. These channels may operate independently or complementarily in shaping the relationship between hours worked and environmental pressures.

However, two key issues must be considered when advocating this policy option to address climate change. First, although productivity has increased steadily over recent decades, the past few years – particularly within the EU – have been characterized by stagnation or even slowdown, as documented by several studies (Draghi 2025; Eurostat 2025). This suggests that the available margins may be limited, together with lower growth rates, given the current geopolitical or economic context. In such cases, the behavioural effects of reduced working hours may be more relevant for addressing climate change. Nevertheless, cross-country variations in productivity and growth potential suggest that some countries may still have room to manoeuvre in this area. The second issue concerns the nature of the leisure activities that fill the reduced working hours. Increased leisure might involve environmentally intensive activities (e.g. air travel) and thus not necessarily be less polluting. However, growing evidence suggests that reduced working hours are generally associated with lower greenhouse gas-related behaviours (e.g. less commuting by car and fewer clothing expenditures) (Hanbury, Bader and Moser 2019; Neubert et al. 2022).

Building on a growing literature on the juncture of these two areas, this article first replicates and then extends the empirical analyses linking working time to environmental effects in order to quantify the potentially diverse interrelations between the two with a relatively larger country set in Europe over the past several decades. Compared to similar studies, the article’s novel contribution lies in its exploration of possibly differing effects of working time across the distribution – namely, the quantiles – of environmental indicators, while controlling for a range of independent variables (e.g. sectoral composition, energy intensity and the share of energy from renewables) at the aggregate level. The heterogeneity of linkages between hours worked and environmental variables at different points of the distribution of the latter highlights where there might still be significant margins to benefit from a potential reduction in working time to alleviate environmental pressures.

The main findings confirm that there is a significant and positive relationship between hours worked and environmental pressures across countries in Europe, where the most stable associations with hours worked are estimated for carbon dioxide (CO2) emissions and carbon footprint variables. In other words, more hours worked are associated with higher CO2 emissions and a higher carbon footprint, all else being equal. Results are robust when controlling for cross-sectional dependence and slope heterogeneity and when additional control variables are included (thereby addressing omitted variable bias). While reverse causality remains a concern due to other potential omitted variables or in the absence of strictly exogenous instrumental variables within a macro-comparative setting, the relatively stable empirical association between hours worked and several environmental pressure indicators suggests that the reduction of working time may ease pressures on the environment at the aggregate level and thus potentially mitigate an important driver of climate change.

The rest of the article is organized as follows: section 2 reviews the literature and situates the contribution of this article within existing studies; section 3 outlines the methodology, starting with the underlying theoretical framework and empirical strategy for econometric estimations, followed by a description of key variables and data sources; section 4 presents the descriptive analysis and the main estimation results, followed by a discussion of the augmented model results as well as robustness checks; and section 5 concludes the article.

2. Literature review

Academic research studying sustainability issues such as greenhouse gas emissions, biodiversity degradation and air pollution have mostly remained within the boundaries of the ecological field until recently (Schor 2005; Schor 2010; Urban, Chapman and Rizos 2024). However, Grossman and Krueger (1995) introduced the idea of the environmental Kuznets curve, proposing a dynamic relationship (i.e. inverse-U shaped) between various indicators of environmental degradation and per capita income. According to the environmental Kuznets curve, economic development initially leads to a deterioration of the environment, but after a certain level of economic growth, the relationship between environmental degradation and prosperity flips and becomes negative.

Given the increasing evidence – including various reports by the Intergovernmental Panel on Climate Change (IPCC)1 – supporting the anthropogenic nature of climate change and environmental degradation, a larger span of social science dimensions has been considered to address climate change, including labour market policies, which were rarely considered in the context of climate change in the past (Bohnenberger 2022). One such policy instrument is the reduction of hours worked (Knight, Rosa and Schor 2013; Fitzgerald, Schor and Jorgenson 2018; Fitzgerald, Givens and Briscoe 2024). There has been an emerging interest in exploring the relationship between hours worked and the environment, connecting the two strands of literature that often evolved in siloes until recently. This interest initially emerged among social scientists wishing to broaden the understanding of how human behaviour affects the planet. While the main reason for the growing interest in these issues relates to the role of human behaviour in the climate crisis, as the IPCC report from 2023 suggests, the increasing availability of comparable and harmonized data providing information on a number environmental and labour market indicators has facilitated the pursuit of this new area of research.

Working time reduction is the practice of decreasing the number of working hours over a given period (day, week, month or year) and might involve reduced pay or the same level of pay, depending on the company, industry, region or country. There are several ways to reduce working time: by reducing the number of hours worked per day, while maintaining the same number of days worked per week; by decreasing the number of days worked per week, without changing the number of hours worked per day; by decreasing both the number of hours worked per day and the number of days worked per week, and so on. Working time reduction has been an emerging topic of interest in academic research, particularly in the fields of labour economics and labour sociology, in organizational theory and in psychological studies looking at work–life balance. Various studies have sought to explore the potential effects of working time reduction on various issues, ranging from employment (Victor 2008) and productivity (Garnero, Tondini and Batut 2022) to job satisfaction and work–life balance (Lepinteur 2019). At the individual level, the main findings point to increased job satisfaction, improved work–life balance, individual productivity gains, lower stress levels and thus improved worker well-being (De Spiegelaere and Piasna 2017; Lepinteur 2019; Hanbury et al. 2023). At a more aggregate level, the economic impact of working time reduction is still poorly understood, despite some indications of a slightly positive effect on employment (Raposo and van Ours 2010) and value added (Batut, Garnero and Tondini 2023), which might be suggestive of limitations of redistribution from productivity gains, particularly in countries where margins are small and conventional economic growth paradigm is prevalent.

Increased working time could have several effects on the environment.2 First, longer working hours can lead to increased energy and resource consumption in the workplace (e.g. through office heating/cooling and consumption of electricity, water, office materials and so on) and thus result in higher greenhouse gas emissions (Schor 2010; De Spiegelaere and Piasna 2017; Eurofound 2022). Second, longer working hours can impact mobility patterns, which have a bearing on transport emissions (Cerqueira et al. 2020). Third, working time impacts work–life balance (Persson, Larsson and Nässén 2022) and reduced working hours could improve worker well-being, which might lead individuals to make environmentally more sustainable choices (Neubert et al. 2022). At a more aggregate level, proponents of economic degrowth advocate that reduced working time leads to slower economic growth, resulting in both social and environmental benefits (Fitzgerald, Jorgenson and Clark 2015). However, the link between working hours and environmental impact is complex and influenced by various contextual factors, such as industry, location, institutions and individual circumstances. These elements shape how reduced working time affects the environment. Antal et al. (2021) offer a thorough and critical review of the literature on this topic.

Among existing studies, several methodological approaches have emerged to understand the relationship between the environment and working time. The first group of studies looks at the individual or household level, often working with time-use data to relate consumption, production and leisure patterns to various environment-related indicators such as energy use and mobility patterns (Fremstad, Paul and Underwood 2019; Nässén and Larsson 2015; Neubert et al. 2022; Persson, Larsson and Nässén 2022). The second group of studies analyses the linkages between environmental variables (e.g. carbon emissions and fine particulate matter) and average working hours at the regional level within a country, mainly comprised of studies from the United States at the state level (Fitzgerald, Schor and Jorgenson 2018; Fitzgerald 2022; Jorgenson et al. 2020; Mallinson and Cheng 2022). The third group of studies adopts a macro-comparative approach across countries, relying on aggregate-level data on environmental variables such as greenhouse gas emissions, carbon footprint and energy consumption and relating them to conventional macroeconomic variables such as GDP output, population size and employment rate (Hayden and Shandra 2009; Knight, Rosa and Schor 2013; Fitzgerald, Jorgenson and Clark 2015; Fitzgerald, Givens and Briscoe 2024).

Regardless of the level of analysis, the focus of most existing studies has been on high-income countries (Schor 2005; Knight, Rosa and Schor 2013; Shao 2015; Shao and Shen 2017; Fitzgerald, Givens and Briscoe 2024), even though several articles have suggested including lower- and middle-income countries in addition to high-income countries in their sample (Fan et al. 2006; Fitzgerald, Jorgenson and Clark 2015). While the objective of some articles is to provide a transatlantic comparison of aggregate hours worked between Europe and the United States (Alesina, Glaeser and Sacerdote 2005) with implications for the environment (Rosnick and Weisbrot 2007), others focus on the methodological aspects of linking hours worked to environmental outcomes (e.g. Shao 2015; Shao and Shen 2017).

Among the household-level studies, Fremstad, Paul and Underwood (2019) find strong evidence that households with longer working hours emit more CO2 in the United States, based on calculations of the carbon intensity of goods using input–output tables and combining them with spending data. Using Swedish household time-use and consumption data, Nässén and Larsson (2015) estimate that a decrease in working time by 1 per cent may reduce energy use and greenhouse gas emissions by about 0.7 per cent and 0.8 per cent, respectively. Based on a longitudinal study with Swiss employees, findings by Neubert et al. (2022) suggest that decreased working time is associated with decreased greenhouse gas-related behaviours and increased individual well-being. Using a survey conducted among municipal employees in Gothenburg, Sweden, Persson, Larsson and Nässén (2022) find that working fewer hours improved socio-ecological outcomes among individuals engaged in relatively low-carbon activities. Although it is difficult to draw generalizations from household-level studies, they provide a complementary perspective to the more aggregate studies summarized below.

Focusing on the state level in the United States, Fitzgerald, Schor and Jorgenson (2018) analyse the relationship between CO2 emissions and working hours over the period 2007–13 and find that there is a strong and positive relationship between working hours and state-level emissions, net of controls for political, economic and demographic drivers of emissions. Mallinson and Cheng (2022) provide a replication study of Fitzgerald, Schor and Jorgenson (2018) and confirm their findings, with even stronger relationships found using data for the period 2014–17. Fitzgerald (2022) elaborates on the previous studies by showing how inequality moderates the relationship between average working hours and CO2 emissions across US states.

At a more aggregate level, Hayden and Shandra (2009) use a cross-national framework on ecological footprint to explore whether working hours increase environmental impacts, using data from 45 countries. Arguing that ecological footprint is one of the best available aggregate indicators of consumption-based environmental impact, the authors find support for the hypothesis that working hours are positively related to ecological footprint. However, one of the major shortcomings of their analysis is that it is based on a single year of observation (2000). Using a broader framework, Knight, Rosa and Schor (2013) focus on 29 high-income member countries of the Organisation for Economic Co-operation and Development (OECD) over the period 1970–2007 and find evidence of a strong association between working hours and environmental pressures, measured by three environmental variables: ecological footprint, carbon footprint and CO2 emissions. Focusing on a different environmental variable and working with data from both developing and developed countries over the period 1990–2008, Fitzgerald, Jorgenson and Clark (2015) examine the link between energy consumption and hours worked and study the extent to which the effect of hours worked on energy consumption changes over time. Their results indicate that the effect of working hours on energy consumption has increased over time for all the countries included in their sample. Fitzgerald, Givens and Briscoe (2024) use two relatively new composite indicators of sustainability, namely the carbon intensity of well-being and the ecological intensity of well-being, by taking the ratio of these environmental variables to average life expectancy. Their results, based on longitudinal data from 1970–2017 across a set of high-income OECD countries, suggest that longer working hours are positively associated with the proposed sustainability indicators, after controlling for other key social and economic factors.

This article takes a similar approach to the one used by Knight, Rosa and Schor (2013) and Fitzgerald, Givens and Briscoe (2024), with several differences. First, it uses a slightly different set of countries, focusing on the EU countries as well as Norway, Switzerland and the United Kingdom. The time period covered is longer than that in most existing studies (except Fitzgerald, Givens and Briscoe 2024).3 Second, this article proposes an extension of the commonly used theoretical framework by adding sectoral as well as energy-related additional control variables, which are expected to be strongly associated with environmental pressures and thereby affect the relationship between hours worked and environmental variables. Third, this article uses an extended set of environmental indicators, including CO2 emissions, carbon and ecological footprints (as in Knight, Rosa and Schor 2013), as well as total energy use (as in Fitzgerald, Jorgenson and Clark 2015). Furthermore, the dynamic empirical specification is similar to a lagged dependent variable model in levels. It therefore somewhat resembles the specification in Fitzgerald, Givens and Briscoe (2024), who estimate a first-differenced model with a lagged dependent variable, but differs from the specification in Knight, Rosa and Schor (2013), who estimate a first-differenced model without a lagged dependent variable. Finally, this article investigates heterogeneities across countries by looking at the distribution of environmental variables through the estimation of quantile regressions. Conducting quantile analysis helps to uncover potential heterogeneities in how hours worked relate to environmental outcomes across different levels of environmental indicators within a macro-comparative framework.

3. Empirical methodology

3.1 Theoretical framework

The theoretical framework underlying the empirical analysis in this article is based on the IPAT model, initially proposed by Ehrlich and Holdren (1971) and extended by Dietz and Rosa (1994). This framework, subsequently adopted by Hayden and Shandra (2009) and Knight, Rosa and Schor (2013), among others, aims to understand the environmental effects of various macro-level factors. The IPAT model has been stochastically reformulated, commonly known as the STIRPAT model, which “views the impact of any country upon its environment (I) as the multiplicative product of its population (P), its level of affluence (A) and the damage done by particular technologies that support that affluence (T)” (Hayden and Shandra 2009, 583). This model allows a hypothesis regarding the effects of population, affluence and technology on the environmental sphere to be tested within a regression framework and can be formulated as follows:

Iit=a.Pitb.Aitc.Titd.eit           (1)

where i is the observational unit, which is a country, and t denotes time. In this formulation, a is a scaling factor, Pit is the population size of country i at time t, Ait is the affluence that is often measured by the gross domestic product (GDP) of country i at time t, and Tit is the technology4 of country i at time t. Finally, eit is the error term. Applying a logarithmic transformation to the STIRPAT model in equation (1) yields the following:

lnIit=a+blnPit+clnAit+dlnTit+ϵit           (2)

where a=ln(a) is the constant term and ϵit=ln(eit) is the error term. A more realistic formulation of the error term would include two-way fixed effects, namely country fixed effects (ϕi) and year effects (γt), which could be formulated as follows, with θit capturing the remaining noise in the model:

ϵit=ϕi+γt+θit           (3)

Moreover, using the logarithmic transformation results in an elasticity model with a multiplicative function of the former variables (P, A, T), where the coefficients in front of the variables (i.e. b, c, and d) could be interpreted as elasticities. In this context, the resulting impact on the environmental indicator could be interpreted as the percentage change in response to a 1 per cent change in the respective variable (P, A or T), holding all else constant.

The advantage of the STIRPAT model lies in its ability to link socio-economic and ecological variables while embedding an indirect effect of working hours on consumption (Knight, Rosa and Schor 2013). However, this is not yet immediately visible from equation (2). In order to establish an empirical link between working hours and environmental outcomes, and following Van Ark (2002), I use an algebraic reformulation that allows GDP per capita to be decomposed into its three multiplicative components: productivity per hour, average hours worked per employed person and employment share. Algebraically, this is equivalent to expressing GDP per capita ( YP ), where Y denotes GDP and P denotes population, respectively:

YP=YH.HE.EP           (4)

Using this decomposition of GDP per capita and replacing Ait in equation (2) together with the error term gives the following equation:

lnIit=a+blnPit+c1lnProductivity per hourit                      +c2lnAvg. hours worked per employedit                      +c3lnEmployedit+dlnTit+ϕi+γt+θit           (5)

In this way, equation (5) delivers the main theoretical link between hours worked and the environmental impacts in a country at a given time in a parsimonious manner. Moreover, as all the elements in this equation are expressed in logarithmic terms, estimated coefficients could be interpreted as percentage changes in the outcome variable as described earlier. The main coefficient of interest in this article is c2 in equation (5), summarizing the link between hours worked and environmental impacts across countries.

3.2 Estimation strategy

The main estimating equation (5) provides a theoretical link between working hours and environmental impacts. A commonly used method in the literature for estimating equation (5) is a static two-way fixed effects estimation with large N and large T panel data. As described by Thombs (2022), such an approach is likely to be biased and inconsistent in the presence of dynamic misspecification or cross-sectional dependence.

First, given the longitudinal nature of the data, observations are likely to be correlated with one another over time, which might result in autocorrelation. Autocorrelation could be addressed through cluster-robust standard errors or generalized least squares method (Jorgenson and Clark 2012; Thombs 2021), which would be appropriate if the autocorrelation stemmed from measurement error. As explained in Thombs, Huang and Fitzgerald (2022, 5), however, it is often the case in moderately sized panel data sets that “the autocorrelation is due to the series being autoregressive, i.e., the contemporaneous value of a variable is a function of its past values, which will result in omitted variable bias if not appropriately modeled (King and Roberts 2015; Pickup 2015)”. In that case, cluster-robust standard errors will not be sufficient to address the omitted variable bias due to the absence of lagged variables in the estimation model. In light of the above, I formulate a dynamic version of equation (5) by including the lagged dependent variable on the right-hand side, resulting in the following equation that is commonly known as the lagged dependent variable model with two-way dynamic fixed effects (2DFE):5

lnIit=a+γlnIi,t1+blnPit+c1lnProductivity per hourit                      +c2lnAverage hours worked per employedit                      +c3lnEmployedit+ dlnTit+ϕi+γt+θit           (6)

Another issue, as raised by Thombs (2022), among others, is the presence of weak or strong cross-sectional dependence, which might arise if cross-sectional units are correlated with one another (Chudik and Pesaran 2015). A common method for dealing with cross-sectional dependence in panel data models is through the inclusion of time effects, but their inclusion in the estimation may not suffice to capture structural factors (e.g. pandemics, technological change) with differing effects across countries (Thombs 2022). A number of econometric studies have proposed ways of testing for cross-sectional dependence, as well as ways of estimating models in the presence of such dependence (Pesaran 2006; Chudik and Pesaran 2015). One estimator that has been put forward to address the issue of cross-sectional dependence in a macro-comparative framework is the dynamic common correlated effects (DCCE) estimation method, which is particularly feasible with a moderately long time series (Thombs 2022).

Before selecting the most suitable estimation method – either 2DFE or DCCE – I first test for cross-sectional dependence across specifications. As Thombs (2022) shows through Monte Carlo simulations, with a moderate time-series length (T~30) and many regressors, degrees of freedom may be limited, though both 2DFE and DCCE exhibit similar bias, even under cross-sectional dependence or slope heterogeneity. In such cases, 2DFE may be more appropriate (Thombs, 2022). On this basis, when cross-sectional dependence is weak or absent, 2DFE is preferred; when it is present and strong and when the time-series length is sufficient, DCCE is used.

I estimate equation (6) in levels, linking average country-level working hours to environmental outcomes using a multivariate linear regression on cross-country panel data. The baseline model follows the parsimonious STIRPAT framework without additional controls. However, to account for potential biases from omitted variables, the extended model includes controls such as the service sector’s GDP share, urbanization rate, energy intensity and renewable energy share. These variables, along with year effects, help capture part of technological factors (Tit) in equation (6). Robust standard errors clustered at the country level, accounting for heteroskedasticity and time-invariant country-specific effects, are reported.6

Finally, to explore cross-country heterogeneities based on the distribution of the environmental impact measure, I estimate equation (6) using a quantile regression model. Quantile regression is a statistical method that estimates how different parts (i.e. quantiles such as 10th, 25th, 90th, etc.) of the outcome variable (e.g. CO2 emissions, energy use) change depending on predictors (e.g. hours worked). Unlike an ordinary regression, which estimates how the average outcome changes with predictors, quantile regression can provide multiple relationships between the outcome variable and predictors over the distribution (e.g. at the tails, median, etc.) of the former. This approach allows us to see whether the relationship between hours of work and environmental variables displays different patterns along the distribution (e.g. at the lower, middle and upper quantiles) of the environmental effects considered.

3.3 Variables and data sources

The empirical analysis uses panel data where each observation is a country-year. The sample spans 1950–2019, covering 30 countries from the EU, Norway, Switzerland and the United Kingdom. As in Fitzgerald, Givens and Briscoe (2024), the models use varying numbers of observations to maximize data coverage. While macroeconomic variables (e.g. productivity, employment, population and hours worked) are widely available, additional controls like sectoral GDP shares, energy intensity and renewable energy vary, reducing the sample size in some models. The environmental indicators are most complete for CO2 emissions, followed by those for energy use, carbon footprint and ecological footprint. As a result, the most comprehensive models – with full controls – rely on shorter panels starting around 1990 or the early 2000s. Although this limits sample size, it ensures a more balanced dataset and avoids issues that may arise from structural breaks in the early 1990s. Table 1 summarizes data sources and variable availability.

Table 1. List of variables and data sources

Variable Unit Source Available from (year)
CO2 emissions Megatons Global Carbon Budget 1950
Total carbon footprint Global hectare (in billions) Global Footprint Network 1961
Total ecological footprint Global hectare (in billions) Global Footprint Network 1961
Total energy use Kilograms of oil equivalent (in billions) The World Bank 1960
Annual hours of work Hours The Conference Board (TCB) 1950
GDP output per hour PPP-adjusted 2017 US$ (in millions) Penn World Tables 1950
Population In millions of persons Penn World Tables 1950
Employment Percentage share of population Penn World Tables 1950
Urbanization Percentage share of population The World Bank 1960
Services sector Services, value added, in percentage of GDP The World Bank 1960
Energy intensity Kilograms of oil equivalent per thousand euro in purchasing power standards Eurostat (nrg_ind_ei) 1990
Share of energy from renewable sources Percentage Eurostat (nrg_ind_ren) 2004

3.3.1 Dependent variables

Several proxies can be used as dependent variables to measure environmental impact in equation (6). The most commonly used one is CO2 emissions from fossil fuel combustion, measured in megatons. The second is carbon footprint, defined as the biologically productive land (in global hectares) needed to absorb a country’s consumption-based emissions. A broader measure is the total ecological footprint, which aggregates five consumption categories – food, housing, transport, goods and services – and converts them into global hectares of land and water at average world productivity required to sustain the associated consumption levels. Lastly, total energy use, measured in kilograms of oil equivalent, serves as another environmental impact indicator.

3.3.2 Independent variables

The main independent variables on the right-hand side of equation (6) used in the estimations include average annual hours worked, GDP output per hour worked7 (also known as labour productivity per hour), population size and the employment share of the total population in the baseline model. In the extended version of the model, I introduce additional explanatory variables. The first is the share of the population living in urban areas, as higher urbanization may put additional pressure on scarce resources in urban centres and lead to negative environmental effects, which is an empirical question. The second control is the share of the service sector in GDP, which may give an indication of the level of technological development of a country, given that the service sector (unlike manufacturing) usually constitutes a significant share of the economy in high-income countries. Finally, I use two additional control variables related to energy demand and its composition: energy intensity and the share of energy from renewable sources.8

4. Results

4.1 Descriptive analysis

Table 2 provides key summary statistics of the variables used in the empirical analysis. It is important to note that these numbers correspond to averages over the pooled sample and might vary by country and year. Given that the raw environmental-impact-related variables were significantly large numbers (with many more digits than conventional figures), I report them in billions in their respective units. The empirical estimations use logarithmic conversions.

Table 2. Summary statistics

N Mean Standard deviation
CO2 emissions (Mt) 2 100 127 200
Total carbon footprint (bn gha) 1 129 3 051 934 5 941 546
Total ecological footprint (bn gha) 1 455 3 496 855 7 327 204
Total energy use (bn kg) 1 452 56.93 76.88
Average annual hours worked 1 580 1825.4 229.2
GDP output per hour worked (US$/PPP) 1 516 32.56 19.86
Population (m) 2 160 15 787 995 20 481 224
Employment share (% of population) 2 160 45.3 7.65
Urbanization (% of population) 1 800 67.8 14
Services, value added (% of GDP) 985 59.4 8.8
Energy intensity (kg per €1,000, PPP) 781 185 86.2
Renewable energy sources (%) 505 19.9 14.6
Source: Own calculations.

Figure 1 shows the overall distribution of annual hours worked across the sample countries over the period 1950–2020, suggesting that annual hours worked stood at just over 1,800 hours on average.

Figure 1. Overall distribution of annual hours worked (1950–2020)

Source: Own calculations, based on data from the Conference Board Total Economy Database (1950–2020).

To understand how working hours have evolved over time, figure 2 focuses on the distribution of annual hours worked by decade. The data show a consistent decline in average hours worked since 1950 – from over 2,200 hours in 1950 to approximately 1,600 hours by 2020.

Figure 2. Distribution of hours worked by decade

Source: Own calculations, based on data from the Conference Board Total Economy Database (1950–2020).

While average hours worked have declined steadily over recent decades, labour productivity has increased sharply, as shown in figure 3, likely reflecting rapid technological advancements.

Figure 3. Average labour productivity

Notes: Average annual labour productivity is defined as GDP output per hour across countries in a given year.

Source: Own calculations, based on data from the Penn World Tables (1950–2020).

Figure 4 shows the evolution of the four main environmental indicators used in the empirical analysis. Most of the environmental indicators show a sharp increase until the 1990s, followed by a plateau and slight decline for CO2 emissions and a relatively strong decline for the footprint variables.9 The trends in energy use differ from the others insofar as they mostly increase until the 2010s and then begin to decline.

Figure 4. Evolution of environmental variables

Notes: Linear fits are added to the logarithmic trends of the respective environmental variables. Time breaks in the data are observed around the early 1970s (the oil crisis) for total energy use, and around the early 1990s (the dissolution of the former Soviet Union) for the footprint and energy use variables (but not for CO2 emissions).

Source: Own calculations, based on CO2 emissions data from the Global Carbon Budget, total carbon and ecological footprint data from the Global Footprint Network and energy use data from the World Bank.

4.2 Baseline results

The baseline estimation results are provided in table 3, followed by the corresponding coefficient plots in figure 5, where the coefficient estimates of working hours as well as the baseline controls in equation (6) are plotted per environmental variable, providing a quick overview of the main coefficient of interest (i.e. hours worked). This model demonstrates the effect of working time on the environment through its contribution to the output (GDP), thereby measuring its scale effect in line with the underlying STIRPAT framework.10 The baseline results suggest that increases in annual hours worked are significantly and positively associated with all environmental indicators when the 2DFE method is used, while the coefficients for total footprint and energy use are statistically insignificant when the DCCE method is used. In other words, a reduction in working hours is associated with less pressure on the environment, measured by CO2 emissions and carbon footprint.11 For example, a 1 per cent increase in average annual hours worked is estimated to increase CO2 emissions by 0.236 per cent based on the 2DFE method (column 1), and by 0.443 per cent based on the DCCE method (column 2). Similarly, significant and positive coefficient estimates of hours worked are obtained for the carbon footprint indicator. The other coefficient estimates are mostly in line with expectations, such as the lagged dependent variable, which is significant and positive in all 2DFE models.

Table 3. Estimation of the effects of hours worked on environmental indicators (baseline)

CO2 emissions Total carbon footprint Total ecological footprint Total energy use
(1) (2) (3) (4) (5) (6) (7) (8)
Hours worked 0.236***
(0.058)
0.443**
(0.198)
0.190***
(0.048)
0.682***
(0.199)
0.273***
(0.045)
0.730
(0.532)
0.149***
(0.046)
0.100
(0.209)
Output per hour 0.070***
(0.014)
0.263***
(0.081)
0.079***
(0.020)
0.135
(0.121)
0.070***
(0.010)
0.091
(0.246)
0.058***
(0.014)
0.164***
(0.063)
Employment share 0.103***
(0.028)
0.368
(0.261)
0.161***
(0.036)
0.541
(0.336)
0.064**
(0.029)
-0.230
(0.963)
0.090***
(0.028)
0.561***
(0.173)
Population 0.018
(0.032)
0.215
(0.414)
0.102*
(0.050)
1.062**
(0.471)
0.158***
(0.032)
1.181
(1.629)
0.034
(0.043)
-0.216
(0.566)
Lagged dependent variables
CO2 emissions (t-1) 0.939***
(0.009)
0.303***
(0.055)
Total carbon footprint (t-1) 0.930*** (0.008) 0.301*** (0.060)
Total ecological footprint (t-1) 0.882*** (0.012) -0.006 (0.079)
Total energy use (t-1) 0.923*** (0.011) 0.113 (0.113)
Obs. 1 501 1 117 1 016 768 1 224 1 162 1 214 968
Year effects Yes Yes Yes Yes Yes Yes Yes Yes
Country fixed effects Yes - Yes - Yes - Yes -
R-squared 0.99 0.99 0.99 0.99 0.99 0.98 0.99 0.99
  • Notes: All models are logged and include year effects. Columns 1, 3, 5 and 7 are based on the 2DFE model with robust, clustered standard errors, while columns 2, 4, 6 and 8 are based on the DCCE mode, using the mean group estimation method. Coefficient estimates should be interpreted as follows: a 1 per cent increase in hours worked is associated with a 0.236 per cent increase in CO2 emissions (column 1) and so on. Cluster-robust standard errors are reported in parentheses. *, ** and *** indicate statistical significance at the 10, 5 and 1 per cent levels, respectively.

    Source: Own calculations.

Figure 5. Coefficient plots of baseline model estimations

Note: Coefficient plots are based on the results reported in table 3 (columns 1, 3, 5, and 7), which are all logged and estimated using the 2DFE model. Coefficient estimates in the plots should be interpreted as follows: e.g. a 1 per cent increase in hours worked is associated with a 0.236 per cent increase in CO2 emissions (upper left panel) and so on. More detailed estimation results are reported in table 3.

Source: Own calculations.

4.3 Augmented model estimations with additional controls

To better capture linkages not addressed in the baseline model, I extend the model with additional controls (e.g. urbanization, sectoral structure, energy intensity and energy mix). This helps to assess whether the relationship between working hours and environmental indicators remains robust. Table 4 presents two sets of estimates per outcome: one excluding renewable energy share, and one including it, though the latter has a smaller sample due to limited time-series data. In light of the reduced sample size (T<30) and given that the tests generally fail to reject the null hypothesis of weak cross-sectional dependence – especially in the most comprehensive models – the 2DFE estimator is preferred over the DCCE, as the former performs better asymptotically under such conditions (Thombs 2022).

Table 4. Estimation of the effects of hours worked on environmental indicators (augmented)

CO2 emissions Total carbon footprint Total ecological footprint Total energy use
(1) (2) (3) (4) (5) (6) (7) (8)
Hours worked 0.434***
(0.112)
0.446**
(0.199)
0.260**
(0.124)
0.329*
(0.183)
0.188
(0.125)
0.130
(0.219)
0.249**
(0.108)
0.197
(0.184)
Output per hour 0.096
(0.066)
0.199*
(0.113)
0.227***
(0.034)
0.256***
(0.056)
0.051*
(0.030)
0.163**
(0.067)
0.230***
(0.071)
0.486***
(0.101)
Employment share 0.225
(0.134)
0.279*
(0.140)
0.593***
(0.062)
0.771***
(0.106)
0.178***
(0.058)
0.242**
(0.101)
0.471***
(0.076)
0.761***
(0.109)
Population 0.002
(0.076)
0.034
(0.131)
0.421***
(0.069)
0.489***
(0.106)
0.131**
(0.059)
0.102
(0.110)
0.280***
(0.081)
0.550***
(0.141)
Lagged dependent variables
CO2 emissions (t-1) 0.780***
(0.051)
0.687***
(0.062)
Total carbon footprint (t-1) 0.634***
(0.028)
0.519***
(0.046)
Total ecological footprint (t-1) 0.725***
(0.032)
0.596***
(0.050)
Total energy use (t-1) 0.523***
(0.045)
0.321***
(0.052)
Additional controls
Services sector as % of GDP -0.171*
(0.099)
-0.187
(0.117)
-0.037
(0.071)
-0.058
(0.110)
-0.181***
(0.064)
-0.167
(0.116)
-0.048
(0.076)
-0.042
(0.098)
Share of urbanization -0.104
(0.106)
-0.245
(0.222)
-0.031
(0.092)
0.024
(0.213)
-0.006
(0.099)
-0.234
(0.251)
-0.170*
(0.098)
-0.039
(0.165)
Energy intensity 0.071
(0.056)
0.285**
(0.109)
0.179***
(0.029)
0.328***
(0.050)
0.031
(0.023)
0.167***
(0.056)
0.194**
(0.070)
0.494***
(0.073)
Share of renewable energy -0.043***
(0.011)
-0.038**
(0.039)
-0.052***
(0.012)
-0.042***
(0.009)
Obs. 725 448 506 286 638 364 602 329
Year effects Yes Yes Yes Yes Yes Yes Yes Yes
Country fixed effects Yes No Yes No Yes No Yes No
CD statistic (p-value) 0.085 0.608 0.004 0.023 0.015 0.131 0.017 0.219
R-squared 0.9976 0.9942 0.9985 0.9972 0.9995 0.9984 0.9980 0.9927
  • Notes: All models are logged and estimated using the 2DFE model. Given that the null hypothesis of weak cross-sectional dependence cannot be rejected at 1 per cent for all specifications (except in column 3) and that the time dimension of the panel data is relatively short, it was not appropriate to use the DCCE estimator. Coefficient estimates should be interpreted as follows: a 1 per cent increase in hours worked is associated with a 0.434 per cent increase in CO2 emissions (column 1) and so on. Cluster-robust standard errors are reported in parentheses. *, ** and *** indicate statistical significance at the 10, 5 and 1 per cent levels, respectively.

    Source: Own calculations.

Table 4 shows that longer working hours are significantly associated with higher CO2 emissions and carbon footprints, even after accounting for lagged dependent variables and controls such as the share of the service sector in GDP, urbanization, energy intensity and renewable energy share. Employment share and population size are also positively and significantly linked to environmental pressures in most models. Urbanization is not statistically significant, probably because its effects are captured by population and employment variables. The service sector share is significantly estimated with a negative sign only in the specification that includes ecological footprint, aligning with expectations that a larger service sector is associated with lower environmental impact due to the level of technological development in industrialized countries (though not always). On the contrary, energy intensity, reflecting manufacturing activity, shows a strong positive association with environmental pressures. Finally, renewable energy share is significantly and negatively associated with environmental outcomes, indicating its mitigating effect on the latter. However, once this variable is included, the significance of working hours also disappears – probably because the type of energy source explains much of the variation in environmental outcomes. Figure 6 summarizes the main coefficient estimates for hours worked across environmental indicators, showing two values per indicator – one excluding and one including the renewable energy variable, as in table 4.

Figure 6. Coefficient plots of hours against environmental indicators (augmented models)

Notes: Coefficient plots are based on the results from table 4, which are all logged and estimated using the 2DFE model. Only the coefficient estimates of hours worked are plotted. Specifically, estimates indicated with square symbols (the upper ones in blue) are based on results from columns 1, 3, 5 and 7 of table 4, while those indicated with circle symbols (the lower ones in red) are based on results from columns 2, 4, 6 and 8 of table 4, which include additional controls. Coefficient estimates in the plots should be interpreted as follows, taking the upper left panel as an example: a 1 per cent increase in hours worked is associated with a 0.434 per cent increase in CO2 emissions (blue square) in the more parsimonious specification (column 1, table 4) and with a 0.446 per cent increase in CO2 emissions (red circle) in the most extended specification (column 2, table 4).

Source: Own calculations.

4.4 Quantile regressions of environmental variables on hours worked

Thus far, results have focused on estimating the conditional mean of environmental outcomes in relation to working hours. In this final section, I extend the model using quantile regression to explore how the relationship varies across the wider distribution of environmental indicators. Figure 7 summarizes these results, showing the estimated effects of working hours at different quantiles, with shaded areas representing confidence intervals.

Figure 7. Quantile regressions of impacts of hours worked on environmental indicators

Notes: All models are logged and estimated using quantile regression at the 1st, 20th, 40th, 60th, 80th and 99th quantiles, using the baseline specification. Only the coefficient estimates of hours worked (along with confidence intervals shown in shaded areas) are plotted against the distribution of the respective environmental indicator.

Source: Own calculations.

As regards CO2 emissions, there seems to be a stark declining pattern of the hours worked coefficient, suggesting that the estimated effect of hours worked is larger at the lower quantiles of CO2 emissions than at the higher ones towards the right tail of the distribution in figure 7. In other words, the estimated effect of hours on emissions is larger in countries with relatively lower emissions. On the one hand, this could indicate that countries with longer working hours have greater scope for policy manoeuvre in working hours regulation, which may have a substantial effect on emissions (the potential causal link). On the other hand, the quantile results could also be evidence that wealthier countries tend to combine lower emissions per capita and shorter working hours, and that the environmental Kuznets curve decreases steeply when working hours start to decrease. A similar downward trend – albeit slightly flatter than that for CO2 emissions – is observed for total carbon footprint and energy use as outcome variables. For example, more hours worked seem to be associated with a significant carbon footprint approximately between the 20th and 60th quantiles, but the estimated coefficient is not statistically significant at the tails (both left and right) of the carbon footprint distribution. As regards energy use, a pattern (albeit a declining one) seems to emerge in which an increase in hours worked is associated with higher energy demand across most of the distribution; however, the estimated link does not seem to hold for the highest quantiles of the distribution (about one fifth of the right tail). It is possible that, in countries with the highest energy demand, other structural factors – such as the economy’s production and/or consumption patterns – drive energy demand, so that even a reduction in hours worked is unable to offset this effect.

5. Conclusions

Growing evidence of human-driven climate change has expanded policy efforts beyond the ecological domain. This article contributes to the emerging body of work at the intersection of labour economics and environmental research by examining the role of working hours on environmental pressures. Leveraging harmonized cross-country panel data from 30 countries in Europe over several decades, it explores how working hours relate to four environmental indicators: CO2 emissions, carbon footprint, ecological footprint and energy use. Some estimations rely on shorter panels due to data availability. Using a theoretical framework informed by previous research and extended with new dimensions, this article provides quantitative estimates of the impact of working hours on environmental pressures. It also investigates how these relationships vary across the distribution of environmental outcomes, offering insights on heterogeneities as well as potential areas for policy intervention.

Descriptive analysis shows that while average working hours have declined over recent decades, productivity per hour has increased. Environmental indicators worsened until the 1980s–1990s but have generally stabilized since then. The baseline econometric model builds on existing literature (e.g. Knight, Rosa and Schor 2013; Fitzgerald, Givens and Briscoe 2024) and extends it by applying a dynamic STIRPAT framework and testing for cross-sectional dependence and directional asymmetry. Results reveal a significant positive link between working hours and most environmental indicators, especially CO2 emissions. Adding control variables does not, in general, alter this relationship, with the exception of energy use. Further analysis of heterogeneity across the distributions of environmental variables shows that the impact of working hours is strongest at lower quantiles of CO2 emissions. To the best of my knowledge, this is the first study to explore such distributional dimensions, offering a promising direction for future research.

Although the established empirical link between working hours and environmental pressures is robust and significant to various extensions of the model employed in this article, there are some limitations. First, while the models have moved beyond the theoretical framework of the STIRPAT model through inclusion of lagged dependent variables, additional control variables – somewhat addressing omitted variable bias – and the stability of the results to various robustness checks are reassuring, the causality of the results cannot be claimed. Extending the current theoretical model would require further research, and quasi-experimental analyses based on working time reduction reforms in one or more countries would have to be carried out to explore potential causal relationships. Second, it is important to understand the extent of working time reduction and investigate whether reduced hours of work might lead to rebound effects (e.g. increased air travel or consumption of luxury goods with high ecological footprints), even though emerging research suggests that this is not necessarily the case (Neubert et al. 2022). Moreover, the institutional and economic context of a country – for example, whether a country is able to maintain economic output at constant levels to allow the translation of productivity growth into reduced working time – determines the feasibility and desirability of such an instrument, if there are still margins left to distribute gains from productivity as reduced working hours. In a similar vein, the way working time reduction is implemented (e.g. voluntary, at sectoral or national level, level of pay, etc.) also has a bearing on how it affects environmental pressures.

Given these considerations, I remain cautious about the causal interpretation based on the empirical links between hours worked and environmental pressures, as the findings could also be related to a steeply decreasing environmental Kuznets curve with decreasing working hours. In other words, the demonstrated associations between working hours and environmental indicators might reflect the features of an environmental Kuznets curve, whereby wealthier countries tend to combine lower working hours with lower emissions per capita (except for countries like the United States). In this case, the observed association might not necessarily be evidence that working time reduction reform could be an effective environmental policy tool, but rather reflect broader structural development patterns. For these reasons, further research is needed to examine the relationship between working time reduction and environmental pressures.

Notes

  1. For more details, see the most recent report, which was published in 2023: https://www.ipcc.ch/report/sixth-assessment-report-cycle/.
  2. The expansion and prevalence of remote working arrangements, such as teleworking, has been transforming patterns of working time and organization, mobility behaviours, residential choices and other forms of consumption, each with their own environmental footprint. For a more detailed analysis of remote work and its relationship with the green transition, see Akgüç, Galgóczi and Meil (2023).
  3. Most of the dependent variables in the data were measured prior to the COVID-19 pandemic, which makes it difficult to provide an accurate inference for the relationship between hours worked and the environment in 2020. What it is known from various reports (ETUI and ETUC 2021; Eurostat 2021; IEA 2021) is that both hours worked (through work retention schemes) and emissions (due to mandatory lockdowns) dropped during the first few months of the pandemic.
  4. In common applications of the IPAT model, technology is often considered “a factor related with technical parameters such as efficiency” (Vélez-Henao, Vivanco and Hernández-Riveros 2019, 1373; Dietz and Rosa 1994), but in extended versions of the model, it might be considered more broadly to include cultural, institutional and political factors.
  5. In robustness checks, I also estimated specifications that include additional lags (second and third) of the dependent variable. As the estimated coefficients on the second and third lagged dependent variables were not statistically significant, I provide only the results that include the first lagged dependent variables.
  6. In further robustness checks (unreported), I also estimated models with panel-corrected standard errors (Prais-Winsten regression, including AR(1) correlations). Results remained largely similar.
  7. This is calculated using information on GDP, population, employment share and hours worked.
  8. As the data on the last two additional control variables were collected from a more recent period, the sample sizes were much smaller than in the baseline models. The smaller sample sizes substantially reduced the degrees of freedom and thus prevented use of the DCCE method; therefore, only estimates based on the 2DFE method are reported for the augmented results.
  9. The discontinuity in the carbon and total footprint data is related to the increase in the sample of countries following the dissolution of the Soviet Union. The addition of these countries reduced the average footprint levels, leading to a discontinuous trend from the 1990s onwards. However, these breaks will not affect the augmented models, since some of the control variables are available only from the early 1990s onwards.
  10. In additional specifications (unreported) that are formulated slightly differently from the baseline STIRPAT framework, I also estimated the compositional effect of hours worked on the environmental variables, net of income (measured as GDP per capita), similar to Knight, Rosa and Schor (2013) and Fitzgerald, Givens and Briscoe (2024). In those specifications, I removed the output per hour and employment share and replaced them with GDP per capita. In this modified version, the hypothesis to test is whether higher income levels are associated with higher consumption patterns, leading to potentially higher environmental pressures. Using the 2DFE method, the coefficient of hours worked on all four outcome variables is estimated to be statistically significant and positive, suggesting that an increase in hours worked is associated with greater environmental pressures, by increasing the resource intensity of consumption patterns even when holding GDP income constant.
  11. In order to claim this reverse effect based on the estimation results, additional tests on directional asymmetry were conducted, which confirm the symmetric interpretations of coefficient estimations.

Acknowledgements

I would like to thank Jakob Wall for his excellent research assistance and support with data collection and preparation during the early phases of writing this article. Feedback and comments received during the “A just transition beyond growth?” conference at the European Trade Union Institute (December 2022), the 8th Regulating for Decent Work Conference (July 2023), the European Work-Time Network webinar (September 2023), the Trade Union Related Economists network meeting (June 2024), the International Labour and Employment Relations Association (ILERA) conference (June 2024) and the Interuniversity Research Centre on Globalization and Work (CRIMT) conference (November 2024) were greatly appreciated. Finally, I would like to thank two anonymous referees for their very helpful and constructive feedback, which helped me tremendously to improve this article.

Competing interests

The author declares that they have no competing interests.

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