# Municipales 2026 : La compétition électorale en net recul
**Date de l'événement :** 19/03/2026
* Publié le 19/03/2026

### Date
19/03/2026

## Chapô
**Dimanche se tiendra le second tour des élections municipales, moment décisif de la vie démocratique locale. Pourtant, derrière ce rendez-vous électoral, un phénomène préoccupant se confirme : l’érosion continue de la compétition électorale. Dans un nombre croissant de communes, l’absence de choix réel interroge en profondeur la vitalité démocratique du pays. Pierre-Henri Bono,chercheur au CEVIPOF, décrypte cet enjeu.**

## Corps du texte
La santé d'une démocratie locale se mesure souvent à la richesse de son offre électorale. Avec le scrutin présidentiel, l’élection municipale demeure l’un des moments les plus intenses de la démocratie française. Les taux d’abstention y sont plus faibles que dans les autres scrutins locaux — régionales, départementales — ou européens. Pourtant, les données récentes mettent en évidence une érosion préoccupante de l’offre électorale avec une augmentation du pourcentage de communes avec une liste unique, en particulier dans les villes de taille intermédiaire. 

Lorsqu’une seule liste se présente, le scrutin perd son sens premier : le choix. Le conseil municipal élu sera privé d’opposition, donc de contre-pouvoir. Or, une démocratie sans opposition fonctionnelle, fût-elle municipale, finit par se déliter. Les décisions prises sans débat contradictoire tendent à s'écarter de l'intérêt général ; les citoyens, privés de voix discordantes, finissent par se détourner des urnes ou par reporter leur expression contestataire vers d'autres canaux, parfois moins institutionnalisés.

Le manque de compétition peut en outre engendrer un découragement démocratique de long terme. La difficulté à renouveler les visages politiques locaux contribue à renforcer le sentiment d'une classe d'élus inamovible, alimentant la défiance institutionnelle — que les enquêtes d'opinion comme le Baromètre de la confiance politique du Cevipof documentent avec constance depuis plusieurs années.

Cette note d'analyse est structurée en quatre parties. La première présente un état descriptif de l'évolution de la compétition électorale sur la période 2008-2026. La deuxième partie mesure les effets du déficit de compétition sur la participation électorale. La troisième examine les conséquences en termes de légitimité électorale des maires élus sans opposition. La quatrième partie propose des pistes de réforme susceptibles de revitaliser l'offre électorale locale.

Mesurer la compétition électorale
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Pour les communes soumises au scrutin de liste, l'indicateur le plus évident de la compétition est de compter le nombre de listes candidates au premier tour. La figure 1 ci-dessous résume cet indicateur par tranche de population et par élection. 

Dans les communes de moins de 500 habitants où le scrutin de liste est mis en œuvre pour la première fois en 2026, 82 % ne comportent qu’une seule liste candidate. Dans la tranche immédiatement supérieure, de 500 à 1 000 habitants, c’est à peine mieux : 71 % des communes n’auront pas de compétition électorale.

Figure 1 : Distribution du nombre de listes candidates par tranche de population lors des premiers tours des élections municipales

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)

Sources : Ministère de l’Intérieur. Traitement de l’auteur.

Note de lecture : lors du premier tour des élections municipales, dans la tranche 1000 à 1 500 habitants, il y avait 48 % de communes avec 1 seule liste en 2014, 57 % en 2020 et 60 % en 2026.

Pour les communes de moins de 1 000 habitants, l'indice de compétition— le ratio de candidats par rapport au nombre de sièges — en 2026 reste identique à celui de 2020, mais demeure inférieur à celui de 2014. Le changement de scrutin n’a donc ni stimulé la compétition ni dégradé significativement le nombre de candidats : il a été neutre, quand on espérait qu’il serait mobilisateur. Ce résultat appelle à la prudence sur les vertus automatiques des réformes électorales : changer les règles du jeu ne suffit pas à changer la volonté de jouer.

C’est dans les communes de taille intermédiaire que le déclin de la compétition est le plus net et le plus préoccupant. Pour les communes entre 1 000 et 10 000 habitants, qui pratiquent le scrutin de liste depuis plusieurs cycles, une tendance lourde se dessine depuis 2008. Dans la tranche de population de 3 500 à 5 000 habitants, par exemple, la part des communes ne présentant qu’une liste candidate est passée de 12 % en 2008 à 31 % en 2026. Dans ce même segment, la proportion de communes où trois listes s’affrontent a régressé de 27 % à 18 %, suggérant que la pluralité — gage d’une démocratie locale vivace — se raréfie.

Ce recul est d’autant plus troublant que le vivier de candidats potentiels s’est élargi. Le nombre d’inscrits sur les listes électorales dans les communes de 1 000 à 10 000 habitants a augmenté de 14 % entre 2008 et 2026. Cette tendance pointe donc plus vers un désintérêt croissant pour l’engagement municipal qu’une diminution démographique.

Les petites villes de 10 000 à 20 000 habitants s’inscrivent dans le même mouvement : on y observe davantage de duels et nettement moins de configurations à trois ou quatre listes que lors des scrutins précédents. 

Dans les communes de plus de 20 000 habitants, la tendance au déclin observable dans les villes moyennes ne s’est pas vérifiée sur l’ensemble de la période. Les élections municipales de 2020 ont constitué une exception remarquable, marquée par une effervescence compétitive sans précédent dans les grandes agglomérations. Plusieurs facteurs s'étaient conjugués pour multiplier les listes, à commencer par l'irruption de LREM : le parti présidentiel, cherchant un ancrage territorial, avait brisé les équilibres bipolaires traditionnels. Vient ensuite la « vague verte » : surfant sur les Européennes de 2019, les écologistes avaient multiplié les listes autonomes dans les métropoles. Enfin, l'élan citoyen : portées plus ou moins par le mouvement des gilets jaunes, les listes sans idéologie déclarée étaient passées de 10 % à 19 % de l'offre totale entre 2014 et 2020.

En 2026, cette dynamique s'essouffle. LREM devenu Renaissance présente des listes dans un nombre plus réduit de villes, les forces de gauche privilégient à nouveau le rassemblement, et les coûts financiers et l’énergie d’une campagne pour des résultats extrêmement modestes ont refroidi les ambitions citoyennes.

Plusieurs explications se superposent pour expliquer cette tendance à la baisse de l’offre électorale. D’abord, notons les changements de comportement de la société en termes de mobilisation citoyenne qui se traduisent par une moindre implication dans la vie politique et électorale pour d’autres formes de militantisme (associatif, culturel, médiatique et numérique). Ensuite, il y a les obstacles de la fonction, les candidats potentiels ne sont pas sans savoir toutes les difficultés que peuvent rencontrer les élus municipaux et la polarisation politique, qui ne cesse de croître, refroidit les candidats les plus modérés.

Enfin, la dépolitisation du local entraîne une compétition de coulisse où les éventuelles têtes de liste se rencontrent avant l'ouverture officielle de la campagne et négocient la constitution d'une liste unique, évitant des tensions dans la commune, mais au prix d’une disparition du choix pour les électeurs. Ce phénomène, documenté notamment dans les petites communes rurales, témoigne d'une forme de privatisation de la décision politique locale que les outils traditionnels de mesure peinent à saisir.

De la compétition électorale à la participation
-----------------------------------------------

La baisse de la compétition au travers de l’augmentation des listes uniques se matérialise le plus fortement dans le taux de participation. La figure 2 s’attache à montrer le différentiel moyen de participation lorsque l’on passe d’une à deux listes candidates par tranche de population. Pour 2026, on rajoutera aussi le passage de 2 à 3 listes. On ne reporte pas les résultats pour les communes de plus de 20 000 habitants, car il n’existe pas de situation de liste unique (moins de 5 communes par élection).  

En 2026, le gain moyen de participation lors du passage d’une à deux listes se situe entre 15 et 18 points de pourcentage en plus. L’arrivée d’une troisième liste n’a que très peu d’impact sur la participation, avec une augmentation qui se situe entre 1 à 2 points de pourcentage supplémentaires. Cette asymétrie entre marge extensive et marge intensive est particulièrement éclairante : c’est moins la pluralité que l’existence minimale d’un choix qui structure la mobilisation électorale.

Si l’on compare les résultats de 2026 avec les éditions précédentes, hors période Covid-19, on constate à la fois une baisse tendancielle de la participation, mais aussi une augmentation de l’écart moyen de participation entre le passage d’une à deux listes candidates. Ainsi, l’absence de compétition est plus pénalisante en 2026 qu’elle l’était en 2014 ou 2008.

Ce résultat confirme les enseignements classiques de la sociologie électorale : la participation dépend fortement de la perception d’un enjeu électoral. En l’absence d’alternative, le vote perd sa dimension instrumentale — influencer le résultat — et expressive — soutenir un projet distinct —, ce qui conduit à une démobilisation significative. Dit autrement, lorsque le résultat est connu d’avance l’électeur peut considérer son vote comme inutile ou sans impact et pour un électeur mécontent du maire sortant, s'il n'y a pas de liste d'opposition, le seul moyen d'exprimer son désaccord n'est pas le vote sanction, mais l'abstention (ou le vote blanc). 

Au-delà de ses effets directs sur la participation, la compétition électorale constitue également un puissant vecteur de visibilité du scrutin. La présence de plusieurs listes en concurrence stimule la production de campagnes actives, favorise l’organisation de débats publics et multiplie les interactions entre candidats et électeurs. À l’inverse, en situation de liste unique, les incitations à faire campagne sont réduites, les espaces de confrontation programmatique disparaissent et les sollicitations des électeurs — porte-à-porte, réunions publiques, communication locale — se raréfient fortement. Cette moindre intensité de la campagne contribue à invisibiliser l’élection elle-même, renforçant en retour la démobilisation électorale.

Figure 2 : Pourcentage de participation moyen des communes en fonction du nombre de listes candidates par tranche de population et élections

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)

Source : ministère de l’Intérieur, traitement de l’auteur.

Note de lecture : dans les communes de moins de 500 habitants en 2026, la participation sur les inscrits pour les communes avec une liste unique est de 64 % en moyenne et de 83 % lorsque deux listes sont présentes. La différence est donc de 18 points de pourcentage. Lorsque l’on est en présence de trois listes, la participation moyenne est aussi de 83 %.   

Figure 3 : pourcentage de voix sur inscrits pour les listes uniques par élection et tranche de population

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)

Source : ministère de l’Intérieur, traitement de l’auteur.

Note de lecture : pour les communes de 10 000 à 20 000 habitants, le pourcentage de voix sur les inscrits obtenu par une liste unique est en moyenne de 40,5 % en 2008, 39,6 % en 2014, 23,5 % en 2020 et 34,1 % en 2026.

Enfin, une logique de rationalité stratégique peut également être à l’œuvre : face à une forte probabilité de défaite, notamment contre des équipes sortantes solidement implantées, les candidatures alternatives peuvent être dissuadées. L’absence de compétition n’est donc pas uniquement le produit d’un désengagement civique, mais aussi d’anticipations électorales défavorables.

Le spectre du maire « mal élu »
-------------------------------

La baisse de la participation due au manque de compétition entraîne une autre conséquence que la seule mesure de l'abstention ne saisit pas pleinement : l'affaiblissement de la légitimité des élus. Cette situation renvoie à une forme de légitimité électorale affaiblie. Si l’élection confère juridiquement le pouvoir, sa légitimité sociologique repose sur l’ampleur du soutien effectif dans la population. Or, lorsque moins de la moitié des inscrits soutiennent une liste unique, le mandat repose sur une base civique fragile, susceptible d’alimenter défiance et contestation.

La figure 3 détaille le pourcentage moyen de voix sur les inscrits qu’obtiennent les listes uniques, forcément gagnantes, par tranche de population et par élection. En 2008 et 2014, pour les communes de 3 500 à 5 000 habitants, les listes uniques obtenaient 45/46 % des suffrages sur le nombre d’inscrits, en 2026, ce n’est plus que 41 %. Quelle que soit la tranche de population, les maires issus de scrutins sans compétition sont de moins en moins bien élus, dans le sens où les électeurs valident de moins en moins ce choix unique.  

À terme, cette évolution pourrait transformer en profondeur la nature même de l'élection municipale, en la faisant glisser d'un mécanisme de sélection — au sens de la démocratie représentative classique — vers un mécanisme de ratification de décisions prises en amont par un groupe restreint. Ce glissement, s'il se confirme, interroge directement la capacité des institutions représentatives locales à refléter la diversité des préférences citoyennes et à maintenir la confiance des gouvernés envers leurs gouvernants.

Des solutions sont possibles
----------------------------

Pour inverser cette tendance, plusieurs pistes méritent d’être explorées. La première est une refonte ambitieuse du statut de l’élu local. Être conseiller municipal, a fortiori maire, exige aujourd’hui un investissement en temps et en énergie que beaucoup de citoyens actifs, chargés de famille ou salariés à temps plein, ne peuvent assumer sans sacrifice professionnel significatif. Le droit à la formation, la garantie de réinsertion professionnelle après le mandat, la revalorisation des indemnités dans les petites communes : autant de mesures concrètes qui pourraient abaisser le coût personnel de l’engagement.

La question du renouvellement démographique de la classe politique locale est également centrale. Les jeunes, sous-représentés dans les conseils municipaux, peinent à se projeter dans un mandat conçu selon des normes temporelles et institutionnelles qui ne correspondent plus à leurs modes de vie. De même, en dépit des progrès liés aux lois sur la parité, les femmes demeurent trop rares en tête de liste, notamment dans les communes de taille intermédiaire (en 2026, seul un quart des listes comportait une femme à leur tête). Rompre ces blocages suppose non seulement des incitations législatives, mais aussi un changement de culture au sein des partis et des réseaux d’élus.

Par ailleurs, l’affaiblissement des structures partisanes locales joue un rôle non négligeable. Historiquement, les partis assuraient une fonction de recrutement, de formation et de mise en réseau des candidats. Leur déclin organisationnel réduit mécaniquement la capacité à faire émerger des listes concurrentes, en particulier dans les communes de taille intermédiaire

Conclusion
----------

Les données des élections municipales de 2026 envoient un signal clair : la démocratie locale n'est pas un acquis. Elle se construit à chaque élection, se protège par des règles adaptées et se nourrit de vocations entretenues. La tendance structurelle au recul de la compétition électorale — qui touche désormais l'ensemble des strates démographiques, des communes rurales aux villes moyennes — témoigne d'une fragilisation silencieuse du tissu démocratique local que les seuls indicateurs de participation électorale ne permettent pas d'appréhender pleinement.

Cette note a montré que ce déficit de compétition se traduit par des effets mesurables et préoccupants : une dépression significative de la participation électorale (de l'ordre de 15 à 18 points de pourcentage pour le seul passage d'une à deux listes candidates), une fragilisation croissante de la légitimité substantielle des élus locaux, et un risque réel de transformation de l'élection municipale en mécanisme de ratification de décisions prises hors du débat public.

Ces résultats invitent à dépasser une conception purement procédurale de la démocratie locale pour intégrer ses dimensions substantielles : la vitalité du pluralisme politique, la capacité des institutions à refléter la diversité des préférences citoyennes, et la qualité délibérative des processus de décision. Faute de prendre ce signal au sérieux, nous risquons de voir se multiplier les communes où l'élection municipale devient un rituel vidé de son sens, en lieu et place d'un acte démocratique vivant. Ce serait une défaite collective, dont les effets sur la confiance institutionnelle à long terme ne sauraient être sous-estimés.

**Licence :** `#CC-BY-ND (Attribution, Pas de modification)` 

### Thématique
`#Municipales 2026` `#Démocratie` 

**Langue :** `#Français` 



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