Les projections de taux d’intérêt (« dots ») des membres du FOMC constituent un élément de référence pour les investisseurs et les agents économiques en général quand il s’agit de formuler des anticipations de taux d’intérêt. Elles peuvent être tout particulièrement utiles lorsque l’environnement monétaire connaît une évolution rapide, comme ce fut le cas ces deux dernières années. En comparant les projections de taux des fonds fédéraux, issues de l’enquête auprès des opérateurs de marché (Survey of Market Participants, SMP), et celles des membres du FOMC, il semble que ces dernières jouent un rôle-clé dans l’ancrage des anticipations à long terme de taux d’intérêt. Les prévisions du secteur privé suivent de près les dots pour 2023, dans une moindre mesure pour 2024 et restent essentiellement stables au-delà. L’évolution de ces prévisions revêt une importance particulière dans la mesure où elle peut avoir une influence sur la fixation des prix des obligations. De plus, il semble que, dans la phase initiale du cycle de resserrement, la volatilité des taux d’intérêt ait été plus élevée dans la zone euro qu’aux États-Unis. La BCE devrait-elle alors commencer à publier les projections de taux d’intérêt des membres de son Conseil des gouverneurs?
Une communication transparente fait désormais partie intégrante de la politique d’une banque centrale. Il est loin le temps où les conférences de presse n’existaient pas et où le sens des déclarations des autorités monétaires échappait aux non-spécialistes. La Réserve fédérale et la Banque centrale européenne ont redoublé d’efforts afin de livrer une communication claire et dénuée de tout jargon technique pour que chacun puisse comprendre son action.
Une telle approche, essentielle à l’ancrage des anticipations d’inflation – un objectif intermédiaire important de la politique monétaire –, renforce l’efficacité de la transmission monétaire. La publication des projections économiques s’inscrit dans cet effort de communication avec néanmoins des différences notables d’une banque centrale à l’autre. La BCE publie ainsi les projections de ses services sur d’importantes variables macroéconomiques – mais pas sur les taux d’intérêt – tandis que la Réserve fédérale ne rend publiques les prévisions de ses équipes que cinq ans plus tard[1]. Elle publie, par ailleurs, quatre fois par an les projections des membres du FOMC – un document intitulé « Synthèse des projections économiques » (Summary of Economic Projections, SEP) - sur la croissance du PIB, l’inflation, le taux de chômage et le taux des Fed funds. Ces projections sont des prévisions « conditionnelles » puisqu’elles se fondent sur des hypothèses de trajectoire de la politique monétaire[2].
La Réserve fédérale fait partie des quelques banques centrales qui publient leurs projections de taux d’intérêt. Ces projections peuvent être très utiles lorsque l’environnement connaît une évolution rapide, comme ce fut le cas au cours des deux dernières années avec la remontée significative et durable de l’inflation, qui a obligé les banques centrales à prendre des mesures énergiques. Dans un tel contexte, les projections de taux d’intérêt publiées par la banque centrale peuvent servir d’élément de référence et ainsi aider les investisseurs et les agents économiques en général à établir leurs propres anticipations de taux d’intérêt.
![](data:image/png;base64,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)
Les graphiques 1 à 4 présentent les projections des membres du FOMC relatives aux taux des fonds fédéraux à l’horizon fin 2023, 2024 et 2025, puis à plus long terme. L’axe des abscisses indique la date à laquelle ces projections ont été publiées. Pour déterminer dans quelle mesure elles sont corrélées aux prévisions du secteur privé, les graphiques affichent également les résultats de l’enquête auprès des opérateurs de marché (Survey of Market Participants, SMP)[3]. Cette enquête est réalisée par la banque de la Réserve fédérale de New York avant chaque réunion du FOMC. Les opérateurs interrogés - environ 26 - sont des investisseurs institutionnels. Cela signifie que leurs anticipations de taux des fonds fédéraux devraient influencer leurs décisions d’investissement et, par conséquent, la dynamique du marché.
Avec le resserrement de la politique monétaire et la révision à la hausse des projections des membres du FOMC pour fin 2023 – remontée des dots -, les investisseurs institutionnels ont également relevé leurs anticipations. Les membres du FOMC ont aussi revu en hausse leurs projections pour fin 2024 mais cela a eu beaucoup moins d’impact sur les anticipations du secteur privé. Cela peut s’expliquer par des doutes concernant la détermination de la Fed face à l’inflation[4], par un plus grand pessimisme sur les perspectives économiques ou encore une opinion plus optimiste sur le rythme de la désinflation.
Malgré des relèvements énergiques des taux d’intérêt, les prévisions des opérateurs du marché pour fin 2025 ont été remarquablement stables par rapport aux projections des membres du FOMC, qui ont d’abord augmenté puis reculé. À plus long terme, les projections officielles et privées sont restées très stables. Cela semble indiquer que les dots du FOMC pourraient jouer un rôle dans l’ancrage des anticipations de taux d’intérêt à long terme.
![](data:image/png;base64,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)
Afin de creuser cette question, le graphique 5 établit une comparaison entre les États-Unis et la zone euro où la BCE ne publie pas les projections de taux d’intérêt des membres de son Conseil des gouverneurs. En l’absence d’un tel élément de référence, on pourrait donc s’attendre à ce que les prix des marchés financiers fluctuent davantage qu’aux États-Unis. À la place des rendements obligataires, qui peuvent être influencés par les fluctuations de la prime de terme, le graphique 5 utilise le taux forward instantané dans sept ans. Ce taux peut être interprété, d’un point de vue économique, comme la représentation des anticipations du taux au jour le jour dans sept ans[5]. Le graphique 5 montre l’écart-type glissant de ce taux aux États-Unis et dans la zone euro.
Entre mars et novembre 2022 – période correspondant à une réorientation fondamentale de la politique monétaire dans les deux juridictions – le taux forward instantané a été plus volatil dans la zone euro qu’aux États-Unis, même si les hausses cumulées du taux directeur ont été plus importantes dans ce dernier cas. Peut-être faut-il y voir la contribution des projections des membres du FOMC à l’ancrage des anticipations de taux d’intérêt aux États-Unis. Dans un deuxième temps, les deux écarts-types ont eu un comportement similaire, en termes de niveau et de direction (tendance à la baisse), ce qui pourrait traduire l’opinion du marché selon laquelle l’essentiel du resserrement a déjà eu lieu.
Pour conclure, l’observation faite aux États-Unis – des prévisions du secteur privé qui suivent de près les dots en 2023, qui ne le font que partiellement en 2024 et restent essentiellement stables au-delà – revêt une importance particulière dans la mesure où l’évolution de ces prévisions pourrait influencer la fixation des prix des obligations[6], un élément déterminant pour les coûts de financement des secteurs privé et public, qui peut aussi affecter la stabilité financière (volatilité du marché obligataire). De plus, il semble que, dans la phase initiale du cycle de resserrement, la volatilité des taux d’intérêt ait été plus élevée dans la zone euro qu’aux États-Unis. Cette double constatation pose la question suivante : la BCE doit-elle commencer à publier les projections de taux d’intérêt des membres de son Conseil des gouverneurs ?
William De Vijlder