La dépendance aux données économiques de la politique monétaire a renforcé l'interdépendance entre indicateurs économiques, marchés financiers et banques centrales. La publication des chiffres de l'inflation joue un rôle prédominant dans la mesure où le mandat des banques centrales est centré sur un objectif d'inflation. Aux États-Unis, lors de la publication de l'IPC, la variation des contrats à terme financiers sur les fed funds affiche la corrélation la plus marquée avec la variation mensuelle de l'inflation sous-jacente. À l'avenir, le « Fed watching », c'est-à-dire l'anticipation et l'interprétation des actions de la Réserve fédérale, consistera à surveiller les surprises en termes d'inflation - la différence entre les chiffres publiés et les prévisions du consensus - ainsi que la réaction du marché qui en découle. Cette réaction est-elle anormalement forte -comme ce fut le cas au début de 2023- ou conforme aux attentes ? Cela permettra d'évaluer si l'inflation demeure au centre des préoccupations des investisseurs ou s'ils s'intéressent désormais davantage aux données sur l'emploi.
Les grandes banques centrales ne cessent de répéter que leurs décisions futures de politique monétaire dépendront de l’évolution des données économiques. Elles entendent éviter à la fois d'assouplir trop vite la politique monétaire ou d'aller trop loin dans les hausses de taux. Cette position est compréhensible compte tenu de plusieurs facteurs : les incertitudes sur la transmission monétaire - les resserrements passés ont-ils fait ressentir tous leurs effets -, la question du « dernier kilomètre » de la désinflation - cette phase sera-t-elle plus difficile que le début du parcours, l'amélioration progressive des enquêtes de conjoncture en zone euro et la croissance de l'économie américaine qui se maintient à un niveau soutenu. En conséquence, l’influence mutuelle entre les données, les marchés financiers et les banques centrales s’est intensifiée. Tous les regards se portent aujourd'hui sur l’évolution des données, et son impact sur les marchés, dont l’influence sur les taux d’intérêt peut également avoir une incidence sur les données ultérieures. Dans cette relation triangulaire, l'inflation joue donc un rôle dominant étant donné que les banques centrales poursuivent un objectif d'inflation. Les chiffres de l'inflation influencent le cours sur les marchés obligataires et les autres marchés de capitaux à travers l’impact attendu de ces données sur les taux directeurs futurs, sur les perspectives de croissance et sur l'appétence au risque des investisseurs.
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Aux États-Unis, un certain nombre de chiffres de l'inflation sont publiés sur une base mensuelle ou trimestrielle et leur impact sur le marché dépend de la date de publication de l'indice. L'indice mensuel de l'inflation sous-jacente (core PCE) est publié vers la fin du mois, après l'IPC. Or, l'IPC publié est pris en compte pour prévoir l’inflation sous-jacente et les surprises en termes de données - la différence entre les chiffres publiés et les prévisions du consensus - sont donc rares pour cet indice. Il est intéressant de souligner qu’en dépit du fait que cet indice soit l'indicateur préféré du comité monétaire de la Réserve Fédérale (FOMC) pour évaluer l'inflation, le marché réagit davantage à la publication de l'indicateur des prix à la consommation parce que celui-ci est publié plus tôt. Les données du consensus sont disponibles pour l'inflation totale et l'inflation sous-jacente en glissement mensuel et en glissement annuel. Cela permet de calculer la « surprise » en termes d’inflation - la différence entre les chiffres publiés et les prévisions du consensus - et de discerner l'influence qu'elle exerce sur les anticipations de politique monétaire future (transparaissant dans les contrats à terme financiers sur les taux des fonds fédéraux [« fed funds »]). Le tableau ci-après présente les résultats d'une régression de la variation - le jour de la publication de l'IPC - des contrats à terme sur les fed funds à échéance de décembre 2024 en fonction de la surprise en termes d’inflation.[1] Les quatre indicateurs d'inflation sont statistiquement significatifs mais la variation mensuelle de l’inflation sous-jacente est manifestement plus révélatrice.
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)
Le graphique 1 illustre sa corrélation étroite avec la variation du taux des contrats à terme sur les fed funds. Les régressions mentionnées dans le tableau nous permettent d'estimer la variation des taux des contrats à terme sur les fed funds pour une surprise donnée en termes d’inflation et de calculer l'écart avec la variation observée. Nous appelons ces valeurs résiduelles de la régression la variation inattendue du taux des contrats à terme sur les fed funds. Ces résultats sont présentés dans le graphique 2.
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Il est possible d'identifier trois phases. Tout d'abord, en 2022, les variations inattendues - tant positives que négatives - des taux des contrats à terme sur les fed funds sont plutôt significatives. Cela peut indiquer une période de difficulté accrue dans l'évaluation des perspectives de politique monétaire dans la mesure où l'inflation était encore très élevée alors que les taux directeurs étaient encore très bas. Ensuite, les chiffres de l’inflation publiés en février - inflation au niveau attendu - et mars 2023 - inflation supérieure de 10 points de base au niveau attendu - ont entraîné des hausses beaucoup plus importantes que prévu des taux des contrats à terme sur les fed funds. Enfin, à partir du second semestre 2023, la réaction du marché a été beaucoup plus conforme aux attentes (valeurs résiduelles de la régression plutôt faibles). Les variations du pricing du marché, notamment les réactions trop faibles ou excessives, sont peut-être liées au niveau des taux directeurs et aux signaux émis par la Réserve fédérale sur leur évolution future. Ces signaux font référence au « dot plot » (projections d'évolution des taux des fonds fédéraux par les membres du FOMC).
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)
Le graphique 3 se fonde sur la projection pour la fin 2024. Vers la fin 2022, les taux des fed funds sont passés au-dessus du dot plot, ce qui implique que les membres du FOMC anticipaient un assouplissement monétaire. La sensibilité accrue des marchés aux chiffres de l'inflation au début de 2023 reflète peut-être un sentiment de malaise par rapport à ce message et donc la crainte d'un assouplissement prématuré. Par la suite, les hausses des taux supplémentaires et les révisions à la hausse du dot plot ont sans doute rassuré les marchés, dont les réactions lors de la publication des chiffres de l’inflation ont alors été plus conformes aux attentes. À l'avenir, le « Fed watching », c'est-à-dire l'anticipation et l'interprétation des actions de la Réserve fédérale, consistera à surveiller la dynamique d'inflation et les surprises en termes d'inflation, ainsi que la variation inattendue du taux des contrats à terme sur les fed funds en réaction à la publication de ces statistiques. Cette évolution permettra de déterminer si les investisseurs sont encore préoccupés principalement par l'inflation ou s'ils commencent à s'intéresser davantage aux statistiques sur l'emploi, sachant que la Réserve fédérale poursuit un double mandat.