« D’autres objectifs prévalaient : on voulait […] maintenir l’économie sous haute pression […]. En conséquence, les responsables […] étaient prêts à courir certains risques, comme l’absence de baisse ou l’augmentation de l’inflation, pour atteindre d’autres buts ». Lorsque, à l’occasion du symposium annuel de Jackson Hole en août dernier, Jerome Powell a présenté le passage au ciblage de l’inflation moyenne comme un élément-clé de la revue stratégique de la Réserve fédérale, cela a été interprété comme le signal que la banque centrale allait laisser l’économie surchauffer. Un taux de chômage faible ne déclencherait une orientation restrictive de la politique monétaire que dans la mesure où l’inflation serait supérieure au taux cible pendant une durée suffisamment longue. Cependant, cette citation ne date pas de 2020 mais est extraite d’une étude, rédigée en 1997, sur les causes de la « grande inflation » dans les années 1970[1].
ÉTATS-UNIS : INFLATION ET COURS DU PÉTROLELe récit d’une époque révolue peut influencer le débat sur la politique économique de nombreuses années plus tard. C’est manifestement le cas aujourd’hui aux États-Unis où, au vu de la forte accélération de la croissance, des signes grandissants de tensions inflationnistes, et des mesures de relance monétaire et budgétaire en cours, il est de plus en plus souvent fait référence aux années 1970.
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)
Dans un commentaire sur l’analyse de Jerome Powell, selon lequel la hausse de l’inflation sera temporaire, l’ancien secrétaire au Trésor Larry Summers prévient : « Il a sans doute raison. Cependant, les présidents de la Fed qui ont le plus parlé de facteurs transitoires sont ceux qui étaient en fonction au milieu des années 1970, c’est-à-dire l’époque où l’inflation connaissait une très forte accélération »[2]. Nouriel Roubini, professeur à l’Université de New York et analyste économique réputé, insiste sur l’effet conjugué des risques d’inflation et des chocs d’offre négatifs potentiels, liés à la pandémie de Covid-19 et susceptibles d’entraîner une stagflation.[3]
![](data:image/png;base64,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)
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)
Les chocs du côté de l’offre ont joué un rôle important dans les années 1970. Le récit de l’inflation de cette époque se focalise sur les deux hausses considérables et durables des prix du pétrole, ayant entraîné une flambée de l’inflation (graphique 1). La dépréciation du dollar, suite à l’effondrement, en 1973, du système de parités fixes de Bretton Woods, centré sur le dollar et l’or, a également joué un rôle dans l’accélération des hausses de prix (graphique 2)[4]. Cependant, l’inflation était déjà sur une tendance haussière, bien avant que ces chocs ne frappent l’économie américaine. Dans la première moitié des années 1960, l’inflation totale était inférieure à 2 %. À la fin de la décennie, elle avoisinait 6,0 % (graphique 3). DeLong (1997) explique comment le récit de la Grande dépression et son taux de chômage élevé a conduit à faire de la faiblesse du taux de chômage l’objectif majeur de la politique économique. Cela fut notamment le cas sous Richard Nixon, inauguré comme président en janvier 1969, qui « se méfiait énormément des politiques économiques qui promettaient de lutter contre l’inflation moyennant une augmentation du chômage[5] ».
La hausse de l’inflation a entraîné une accélération de la croissance salariale, qui, à son tour, a fait grimper l’inflation, en raison du ralentissement des gains de productivité. De plus, « l’un des obstacles à une politique de désinflation, au début des années 1970, résidait dans le fait que le nouveau président du Comité de la Réserve fédérale, Arthur Burns, estimait qu’il ne pouvait pas utiliser la politique monétaire pour maîtriser l’inflation »[6]. Cela reflétait l’idée selon laquelle une réduction durable de l’inflation se traduirait par un coût considérable en termes de chômage. Or, la Réserve fédérale n’était pas investie du mandat nécessaire pour mener une telle politique. Son « ‘indépendance’, non seulement à l’égard de l’exécutif mais aussi des autres institutions de l’État dans leur ensemble, était purement théorique ».
La politique a été durcie mais la hausse des fonds fédéraux s’est révélée insuffisante par rapport à la trajectoire de l’inflation (graphique 4). En outre, d’autres instruments devaient être utilisés pour juguler l’inflation, comme le contrôle des salaires et des prix. Ce point de vue se fonde sur « l’hypothèse de la négligence de la politique monétaire » selon laquelle l’inflation est un phénomène de hausse des prix par les coûts, plutôt que la résultante de facteurs monétaires[7]. Cependant, les contrôles des salaires et des prix n’ont fait qu’aggraver les choses en créant des anticipations d’envolée de l’inflation après la levée de ces contrôles.
En résumé, la « grande inflation » des années 1970 peut être attribuée à un ensemble de facteurs. L’objectif politique d’un taux de chômage bas avait déjà conduit à une inflation élevée avant même le début de cette décennie. Les deux chocs pétroliers et la dépréciation du dollar ont constitué des facteurs de hausse supplémentaires. La politique monétaire n’était pas appropriée et découlait de l’idée selon laquelle la Fed n’avait pas de mandat pour provoquer une hausse considérable du chômage, qui aurait découlé d’un durcissement agressif de la politique monétaire, visant à juguler l’inflation. Par ailleurs, l’inflation était considérée comme un phénomène de hausse des prix par les coûts auquel on pouvait remédier par un contrôle des salaires et des prix.
La situation est aujourd’hui tout autre. La Réserve fédérale est une banque centrale indépendante, dont l’un des objectifs est la stabilité des prix, autrement dit, une inflation moyenne conforme à sa cible. Il s’agit d’un institut d’émission crédible comme le montre le bon ancrage des anticipations d’inflation. Cependant, la politique actuelle consistant à laisser l’économie entrer en surchauffe rappelle celle des années 1960. Aujourd’hui, cependant, elle repose sur l’idée selon laquelle le taux naturel de chômage ne peut être déterminé avec suffisamment de précision pour justifier un resserrement monétaire préventif lorsque le taux de chômage baisse. Cela signifie que, si l’inflation restait supérieure à la cible pendant trop longtemps, la Réserve fédérale devra avoir le courage de durcir sa politique, malgré le coût pour les marchés financiers, les finances publiques et l’économie en général.