Graphique du mois : de l’importance de la (dés)inflation des services
![](data:image/png;base64,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)
Depuis juin 2023, l’inflation américaine, mesurée par le glissement annuel de l’IPC publié par le BLS, ne baisse plus : elle s’élevait à 3% en juin 2023 et elle était encore de 3,2% en février 2024. Sur la même période, la désinflation reste importante dans la zone euro (le glissement annuel de l’IPCH étant passé de +5,5% en juin 2023 à +2,6% en février 2024 selon l’estimation préliminaire d’Eurostat) mais, depuis la fin 2023, elle tend aussi à marquer le pas. La contribution de moins en moins négative de la déflation énergétique explique ce coup de frein sur la baisse de l’inflation totale. Le recul de l’inflation alimentaire et de l’inflation sous-jacente s’est poursuivi mais vraiment lentement pour cette dernière. L’inflation sous-jacente s’élevait encore à 3,8% en février 2024 aux États-Unis et à 3,1% dans la zone euro.
Cette lenteur est imputable à la désinflation des services qui, comme notre graphique du mois l’illustre, demeure limitée. Le premier point saillant est, aux États-Unis comme dans la zone euro, la supériorité de l’inflation des services par rapport à celle des biens – et aussi par rapport à sa tendance historique. On notera, aussi, que cet écart est plus ancien et nettement plus important aux États-Unis qu’en zone euro. Le troisième point d’attention porte sur l’inflation des services plus élevée aux États-Unis que dans la zone euro tandis que l’inflation des biens y est nettement plus basse (et même négative, c’est-à-dire en déflation).
De ce point de vue, le processus de désinflation paraît mieux engagé dans la zone euro qu’aux États-Unis. Nous prévoyons d’ailleurs un retour de l’inflation à la cible de 2% plus rapide dans la zone euro (en 2024) qu’outre-Atlantique (en 2025). La dynamique des salaires est toutefois l’un des déterminants à surveiller[1]. La progression de ces derniers se fait moins dynamique mais cette modération reste modeste. Et, à l’horizon des prochains trimestres, le risque, d’après nous, est qu’elle demeure graduelle plutôt qu’elle ne prenne de l’ampleur.
La baisse de l’inflation des services devrait donc aussi rester contenue, alimentant la problématique de l’épreuve que constitue, ou non, le dernier kilomètre de la désinflation. Amatyakul, Igan et Lombardi (2024) mettent en avant ce rôle plus important joué aujourd’hui par la hausse des prix des services alors que la dynamique inflationniste avait auparavant été plus influencée par les prix des biens. Ils expliquent également comment la viscosité relative de ces prix des services pourrait freiner la désinflation[2]. Galeone et Gros (2023) ont un autre point de vue sur ce dernier kilomètre. D’après leur analyse, celui-ci pourrait, au contraire, ne pas représenter de difficultés particulières, l’inflation ayant quitté son régime de « transmission importante des chocs sur les prix de l’énergie » et étant revenue à un régime de stabilité et de fonctionnement normal[3]. Le débat reste ouvert.