L’inflation headline est restée stable ces derniers mois aux États-Unis, dans la zone euro et au Royaume-Uni tandis qu’elle a baissé au Japon. Le recul de l’inflation sous-jacente est, quant à lui, généralisé et il se poursuit. Les indicateurs agrégés de pressions sur les prix, calculés à l’aide des enquêtes PMI, continuent de se détériorer, sur fond d’allongement des délais de livraison lié aux perturbations actuelles sur le commerce maritime mondial. Les indicateurs PMI relatifs aux prix des intrants sont également en hausse aux États-Unis et au Royaume-Uni (page 18).
En zone euro, l’IPCH pour les services est repassé tout juste sous les 4% en glissement annuel (g.a.) en janvier, mais la nouvelle baisse du 3m/3m annualisé, à 1,2%, pointe vers une désinflation à venir plus importante, en ligne avec notre scénario actuel. Le reflux est désormais bien engagé dans toutes les économies de l’Union monétaire. Avec un taux d’inflation respectivement à 5% et 4,8% en janvier, l’Estonie et la Croatie sont les pays de la zone euro où la hausse des prix restait la plus marquée, tandis que quatre pays enregistraient un taux inférieur à 1% (Finlande, Italie, Lituanie, Lettonie). Les indices alternatifs de la BCE, et notamment l’indicateur PCCI, reculent, confirmant le ralentissement important de la hausse des prix, comme le montre également le graphique de généralisation de l’inflation (page 9).
Aux États-Unis, l’inflation continue de refluer dans la plupart des postes de l’IPC en décembre. Un tiers (4 sur 12) des postes répertoriés affichent un niveau d’inflation inférieur à sa moyenne de long terme (carte thermique en page 8). Les mesures sous-jacentes de l’IPC et du déflateur de la consommation refluent, de manière néanmoins moins marquée chez le premier (3,9%) que le second (2,9%). Selon l’enquête de l’Université du Michigan, les anticipations d’inflation des ménages à horizon d’un an ont rejoint le niveau de l’inflation de long-terme (horizon à 5 ans), qui est, pour sa part, restée stable autour de 3%.
La phase de désinflation est toujours moins franche au Royaume-Uni, où près de la moitié des composantes de l’IPC affiche encore un glissement annuel supérieur à 6%. Cette part s’est stabilisée en 2023, contrairement à la zone euro et aux États-Unis, où elle a fortement chuté. L’inflation headline est tout juste repassée sous les 4% en décembre mais l’indice des prix de détail (RPI) affiche encore une progression soutenue, à 5,2%, tirée par la hausse des charges d’intérêts hypothécaires (+44,1% en g.a. en décembre).
Au Japon, l’inflation headline a reculé à 2,6% en décembre, tirée vers le bas par une déflation plus importante sur l‘énergie. La hausse des prix sur les produits alimentaires et les biens ménagers reste toutefois importante (respectivement 6,7% et 6,5%), tandis que celle sur le poste « loisirs et culture » s’amplifie (7,8%). Les prix à la production, dont la progression en g.a. avait atteint plus de 10% en décembre 2022, affichent désormais une inflation nulle. Les anticipations d’inflation des ménages restent très corrélées à l’IPC et ont logiquement baissé dans le sillage de ce dernier.
Graphique du mois : le choc inflationniste a entraîné de larges erreurs de prévisions
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)
L’envolée de l’inflation en 2021 et 2022 a surpris tout le monde, entraînant de larges erreurs de prévisions. Nous reproduisons ici un graphique d’une présentation de Philip Lane sur les erreurs de prévision de la BCE pour la zone euro[1]. L’erreur maximale, de 2,4 points, a été faite au T2 2022 : elle correspond à l’écart entre l’inflation totale observée ce trimestre-là (8% en glissement annuel) et la prévision de la BCE de mars 2022 pour le T2 2022 (5,6% a/a). La BCE a continué, ensuite, de sous-estimer l’inflation – de moins en moins toutefois – jusqu’à la surestimer au T1 et au T4 2023 pour la mesure headline (à hauteur de -1,1 et -0,6 point respectivement) et au T3 et au T4 2023 pour la mesure sous-jacente (-0,1 et -0,4 point respectivement).
On observera également que l’erreur de prévision est bien plus importante sur la mesure headline que sur l’inflation sous-jacente. Cela illustre le rôle joué par les prix de l’énergie et des matières premières dans la phase ascendante et descendante de l’inflation, comme le rappelle le chef économiste du FMI, Pierre-Olivier Gourinchas, dans son billet de blog accompagnant le dernier World Economic Outlook (janvier 2024)[2]. L’analyse du FMI montre aussi le rôle et l’efficacité du resserrement monétaire, via l’ancrage des anticipations d’inflation, pour contenir la montée des prix.
Pour les prochains trimestres, la question est de savoir à quelle vitesse l’inflation va revenir à la cible de 2%. Nos prévisions se distinguent de celles de la BCE : nous anticipons un retour à l’objectif plus rapide, dès le T2 de cette année, quand la BCE le prévoit pour 2025. Verdict dans quelques mois pour savoir quelle prévision aura surestimé ou sous-estimé la trajectoire de l’inflation.