# Cities: Drivers of Climate Action
**Date de l'événement :** 09/11/2025
* Publié le 09/11/2025

### Date
01/11/2025

## Chapô
**As major consumers of resources that are highly exposed to the effects of global warming, cities and metropolises have become drivers of the transition, particularly in Europe. While some have rethought the goals of public action, and others have embraced operational approaches, towns and cities have increased their skills and capacities in areas where their power is generally limited. However, growing rejection of climate action has turned these initiatives into a locus of intense political struggle.**

## Corps du texte
As we approach the tenth anniversary of the Paris Agreement in December 2025, reflections on its impact are multiplying. These reviews are not just backward-looking—they’re helping to uncover new ways to move forward over the next decade. But this comes at a time when climate and environmental efforts are facing growing tensions—and in some cases, even setbacks. These challenges are visible across all levels of government and political landscapes. The European Union is no exception. Recent debates over the Green Deal and suggestions to roll back measures like sustainable consumption policies or the planned phase-out of diesel and petrol vehicles highlight the pressure. Yet the goal of reaching carbon neutrality by 2050, as outlined in the Paris Agreement, remains a major undertaking for all of Europe. Cities and metropolitan areas play a key role in this effort. As major sources of greenhouse gas emissions and heavy users of natural resources, they are on the front lines of climate action. They’ve also become a central focus for the Intergovernmental Panel on Climate Change (IPCC). Urban areas are especially vulnerable to the effects of global warming, from heatwaves to health risks. That’s why many local leaders are stepping up—often ahead of national governments—by expanding their climate strategies to include not just emissions cuts, but also adaptation plans that address social and health challenges.

For cities and metropolitan areas, there is a major risk of being merely the recipients of strategies designed by other public and private decision makers. Conversely, becoming actors in the climate transition opens an opportunity to expand their skills and capacity for action in areas where their formal powers remain limited at both the EU and national levels. Challenges for urban administrations include understanding their specific needs, acquiring greater resources and capabilities, and implementing ambitious solutions that may conflict with those defined at other levels.

A variety of pathways
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The climate agendas of European cities and metropolitan areas are taking a variety of paths, confirming that territorialisation does not always go hand in hand with standardisation. Historically, they have pursued a patchwork of short-term, small-scale solutions, based mainly on technical responses that have varied according to public and private funding opportunities. These experiments, launched with great fanfare, have proved to be key contributors to a location’s attractiveness. Even today, they enable cities and metropolitan areas to tackle emerging issues in order to build capacity, acquire competency and consolidate a base of operational knowledge that is essential to implementing more challenging policies. Some cities and metropolitan areas are working within a medium- to long-term timeframe and can report significant progress in their transition through, for example, the adoption of sustainable mobility, carbon-free energy and resource efficiency. Embarking on a transformative path and achieving tangible results requires much more than mere announcements and the search for optimal solutions by sector.

> **The doughnut theory**
> 
> In her book _Doughnut Economics: Seven Ways to Think Like a 21st-Century Economist_ (Random House, 2017), British economist Kate Raworth argues that the primary objective of economic concepts and practices should be to ensure dignified and secure human prosperity rather than infinite growth at the expense of the environment. To this end, she defines a space within which everyone could live without deprivation or excess, like a doughnut where the central hole (to be avoided) represents the non-satisfaction of basic needs, while the outer edge (not to be crossed) represents the limits of planetary resources.

Levers for transformation
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Several levers can activate such transformation. Completing a thorough inventory of carbon emissions is a necessary step in helping cities and metropolitan areas to quantify the production of greenhouse gases, contextualise the issues, and prioritise actions according to sector and activity. However, in many cases, data collection and production are mainly used to comply with the international commitments of the EU and its member states. Implementing an operational strategy that translates decarbonisation objectives into concrete actions requires a commitment, based on broader support and resources, to overhaul public policies. Effective action hinges on robust urban and metropolitan governance, underpinned by monitoring frameworks, a detailed schedule, and enforcement mechanisms.

Some European cities and metropolitan areas have opted for holistic and integrated approaches with the goal of rethinking the objectives of public action on the basis of expertise and participation mechanisms. Amsterdam, Geneva, Glasgow and Grenoble, for example, have drawn on the doughnut theory developed by economist Kate Raworth (see box). Others have embraced bioregionalist thinking (see box) to reduce their carbon footprint based on a cross-cutting theme, as Milan has done in the area of food security. The Greater Annecy metropolitan area took yet another approach, designing land-use scenarios that fall within the boundaries for a habitable planet defined by the Stockholm Sustainable Centre.

Bioregionalism
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Stemming from the American counterculture of the 1960s, the bioregionalist approach posits that society should not be organised according to current administrative boundaries, but rather to bioregions, namely areas defined by their natural characteristics (watersheds, topography and climate, ecosystems, animal and plant species, soils and resources). ‘Dwellers in the Land: The Bioregional Vision" by Kirkpatrick Sale (Sierra Club Books, 1985) is one of its seminal works.

These represent a few potential approaches, based on successful models and discussions around key objectives. Other European cities and metropolitan areas have opted for more operational strategies, focused on municipal and metropolitan service reform, public procurement and employment. Greater Manchester, for example, has used a mission-based approach to reorganise its services and actions around a few decarbonisation levers identified as key priorities. Meanwhile, Antwerp has redefined the objectives of its sector-based public policies and established unprecedented institutional cooperation at the metropolitan level to accelerate the shift to sustainable mobility, expand the heating network and promote nature-based solutions. In Lyon and Grenoble, municipal authorities in Lyon and Grenoble have leveraged human resources policies to advance job greening and accelerate the ecological transition of the local economy.. In order to further develop its operational strategy, the City of Paris has undertaken an unprecedented effort to review its climate plan in order to measure the costs and expected (co-)benefits.

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)

New governance capacities
-------------------------

These two types of approaches – through objectives or implementation levers – accelerate the restructuring of public policy and governance capacities at the subregional level. Budgetary and human resources are allocated to forward planning, innovation, data analysis, monitoring and enforcement. Concession contracts are renegotiated to strengthen the role of urban and metropolitan authorities in infrastructure and land management to support transforming the urban and territorial economy. The scope for manoeuvre varies depending on the available skills and resources, strength of the political majority, nature of relations with metropolitan and regional authorities, and ability to engage utilities (water, electricity, etc.) and service operators. Given their tangible results, these urban strategies also help renew territorial development models conceived at the national and European levels.

Mobility is a good example of an urban and metropolitan transition resulting from the creation of new public policies and forms of governance. While the promise of carbon-neutral, sustainable and liveable mobility is increasingly prominent in political discourse, its operational deployment faces many constraints. Measures to reallocate road space for soft mobility and leisure, change the cost of parking and reduce vehicle speeds have fuelled mounting political and institutional tensions at the metropolitan, national and EU levels. The terms of the problem are understood differently at each level, and political priorities conflict. The case of low-emission zones is instructive in this regard across all European cities (Barcelona, Bologna, Greater London, Lyon to name a few). Many interests have arisen to oppose the creation of low-emission zones in the name of automotive industry competitiveness, administrative simplification and distributional impacts – on household income levels and business expenditures and investments – of the proposed measures. As political polarisation increases in several EU member states, innovative mechanisms and the rights of cities and metropolitan areas to experiment are being curtailed or challenged without any deep reflection on the strategic and operational contours of a transition agenda that would be both fair and ambitious enough to meet climate goals.

Social justice, climate ambition and ecological backlash
--------------------------------------------------------

The experience that cities and metropolitan areas have accumulated over the past two decades has made them major players on climate action. They have identified crucial mitigation and adaptation levers, implemented alternatives in all areas, and tested more adaptive forms of governance. With a growing backlash against ecological policies, these initiatives are becoming a political, social and institutional battleground. Cities and metropolitan areas are finding it more difficult to carry out their public policies and budgetary priorities. Policy deployment can no longer be achieved without engaging multiple stakeholders at different levels of governance. Nor can it ignore the social and political reactions provoked by increasing city and municipal autonomy, in a context of deteriorating access to public services in rural areas. This means creating new alliances, breaking down barriers between approaches and establishing broader dialogue at the territorial level. While climate action has long prioritised technical solutions, as the municipal elections in France approach in spring 2026, the value of governance-based approaches to designing and implementing strategies that meet the ambition of stated objectives is now becoming clear.

**References:**

*   Artigas, A., Halpern, C., Chew, L.W., Swarup, S., Gelabert, A. et al. 2024. ‘Urban Heat and Critical Environmental Thresholds’, Laboratory for Interdisciplinary Evaluation of Public Policies Policy Brief no. 74, 2024,
*   [Bossuyt](https://www.sciencespo.fr/centre-etudes-europeennes/fr/chercheur/eva-bossuyt.html), E. and [Halpern](https://www.sciencespo.fr/centre-etudes-europeennes/fr/chercheur/charlotte-halpern.html), C. (eds)  2025. ‘Villes sobres. Vers quelles transitions urbaines?’. Documentary file, Sciences Po Library, 2025,
*   Epaulard, A., Landa, G. and Laprie, V. 2025. _La Transition climatique sur le territoire parisien_, Paris: Observatoire français des conjonctures économiques,
*   Halpern, C. 2023. ‘Villes européennes. Gouverner la transition vers une mobilité durable’, Cogito, 5 June 2023,
*   Le Galès, P. 2011. _Le Retour des villes européennes_, Paris: Presses de Sciences Po \[2nd ed.\],
*   Sinaï, A. 2023. _Réhabiter le monde. Pour une politique des biorégions_, Paris: Seuil.

**_This article was originally published in Conférence issue No. 4, titled "Facing the Environmental Challenge", a publication that sheds light on major contemporary issues and informs public and private decision makers._**

### Thématique
`#Environnement` 

**Langue :** `#Anglais` 



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