L’état du marché du travail occupe une place centrale dans l’analyse du cycle économique d’un pays. Aux États-Unis, d’après les données historiques, le pourcentage de mois, sur les douze derniers mois, au cours desquels moins de 200 000 emplois non agricoles ont été créés, augmente avant une récession. Aujourd’hui, cet indicateur s’établit à 0%. Malgré de nombreux signaux erronés, une hausse significative de ce pourcentage doit inciter à la vigilance et à un examen plus approfondi des autres données pour évaluer le risque de récession. Une autre approche consiste à établir le lien entre les statistiques mensuelles d’emploi et le taux de chômage. Cependant, au vu des dernières données sur les créations d’emplois, une hausse rapide du taux de chômage, d’une ampleur suffisante pour déclencher un signal de récession, semble improbable. Autrement dit, le ralentissement de la croissance des salaires et, de manière plus générale, la décrue de l’inflation sous-jacente, pourraient prendre plus de temps que prévu, obligeant la Réserve fédérale à maintenir plus longtemps des taux directeurs élevés. Ce n’est pas exactement ce que les marchés financiers intègrent dans les cours.
L’état du marché du travail occupe une place centrale dans l’analyse du cycle conjoncturel d’un pays. Il reflète, en effet, la santé des entreprises – créent-elles des emplois ou en suppriment-elles ? – et détermine le revenu et la confiance des ménages. Il est scruté encore de plus près en période de retournement du cycle économique.
Aux États-Unis, sur les six indicateurs que le comité de datation des cycles économiques du Bureau national de la recherche économique (National Bureau of Economic Research, NBER) utilise pour déterminer les dates des pics et des creux du cycle, deux ont trait au marché du travail : l’emploi non agricole et l’emploi tel que mesuré par l’enquête auprès des ménages[1].
Selon la règle dite « Sahm », l’économie américaine entre en récession lorsque la moyenne mobile sur trois mois du taux de chômage national (U3) augmente d’au moins un demi-point de pourcentage par rapport à son niveau le plus bas des douze derniers mois[2]. Comme le montre le graphique 1, l’évolution récente de cet indicateur est préoccupante car il s’est redressé, mais elle rassure aussi dans la mesure où l’indicateur reste en deçà du seuil critique. À en juger par ces différents indices, le rythme des créations de postes dans les prochains mois occupera une place particulièrement importante dans l’évaluation du risque de récession, soit directement – dans le jeu d’indicateurs du NBER – soit indirectement, par leur influence sur le taux de chômage.
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)
Établir un lien entre les statistiques d’emploi mensuelles et la probabilité d’une entrée en récession n’est pas toujours simple. Nous proposons deux approches. La première examine la fréquence de la faiblesse des créations d’emplois selon le raisonnement suivant : un seul mauvais chiffre peut être considéré comme exceptionnel, mais plusieurs peuvent alimenter les craintes de récession.
Le graphique 2 présente le pourcentage de mois, au cours des douze mois précédents, pendant lesquels moins de 200000 nouveaux emplois non agricoles ont été créés[3]. D’après les données historiques, cette fréquence augmente en cours des périodes précédant les récessions mais on observe aussi des signaux erronés, c’est-à-dire des hausses significatives de l’indicateur qui n’ont pas été suivies d’une récession. Ce fut notamment le cas en 1986, en 1996, en 2013 et en 2018.
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)
Le tableau 1, qui porte spécifiquement sur les périodes de douze mois précédant une récession, fait ressortir une grande diversité de situations. Ainsi, la récession qui a commencé en novembre 1973 a été précédée d’un faible pourcentage de mois avec des créations d’emplois inférieures à 200 000. En revanche, ce pourcentage était élevé avant celle qui a débuté en décembre 2007. Concernant la situation actuelle, où il n’y pas eu moins de 200 000 créations d’emplois dans les douze derniers mois, il convient de garder à l’esprit les périodes (de douze mois) antérieures aux récessions de janvier 1980 et de mars 2001 : le pourcentage de créations d’emplois inférieures au seuil de 200 000 a commencé à progresser régulièrement à partir d’un niveau très bas, et l’économie est finalement entrée en récession.
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)
Pour conclure sur ce point, cet indicateur doit être utilisé avec précaution compte tenu de la diversité des situations observées par le passé. Il faut néanmoins se montrer vigilant face à une hausse significative de sa valeur, qui nécessite un examen plus approfondi des autres données pour évaluer le risque de récession.
L’autre approche consiste à établir un lien entre les créations d’emplois mensuelles et le taux de chômage, l’idée étant qu’une hausse durable de ce dernier serait, d’après la règle dite « Sahm », le signe d’une récession. Le tableau 2 montre la situation au regard de l’emploi de la population américaine en âge de travailler. Selon les données du Bureau du recensement des États-Unis (US Census Bureau), la population « civile non institutionnelle »[4] devrait augmenter de 0,51 % entre décembre 2022 et décembre 2023[5].
Dans l’hypothèse d’un taux d’activité constant de 62,3 %, la population active s’élèverait à 165 812 millions de personnes (tableau 3). Une augmentation du taux de chômage de 0,5 point de pourcentage, à 4,0 % en décembre 2023, correspondrait à un niveau d’emploi de 159 180 millions, soit une baisse de 63 000 emplois par rapport à décembre 2022. Il convient de rappeler que le niveau d’emploi utilisé pour calculer le taux de chômage se fonde sur l’enquête auprès des ménages, tandis que les chiffres sur l’emploi non agricole sont basés sur une autre enquête réalisée auprès des entreprises[6]. Les variations mensuelles entre les deux séries sur l’emploi sont fortement corrélées même si, sur le court terme, il peut y avoir des différences notables. Sur la base d’une régression linéaire, une diminution de 63 000 emplois enregistrée dans l’enquête auprès des ménages devrait correspondre à une baisse du niveau des créations d’emplois non agricoles de 21 000.
Deux conclusions majeures peuvent être tirées de cette analyse. Premièrement, au vu des dernières données sur les créations d’emplois – 223 000 nouveaux emplois en décembre –, une augmentation rapide du taux de chômage, d’une ampleur suffisante pour déclencher un signal de récession d’après la règle dite « Sahm », semble improbable. Cela supposerait un ralentissement significatif de l’activité avec un impact très négatif sur les statistiques mensuelles d’emploi[7]. Deuxièmement, en l’absence de récession, un ralentissement de la croissance des salaires et, de manière plus générale, une décrue de l’inflation sous-jacente, pourraient prendre plus de temps que prévu, obligeant la Réserve fédérale à maintenir plus longtemps des taux directeurs élevés. Ce n’est pas exactement ce que les marchés financiers intègrent dans les cours.
William De Vijlder