Le Japon est entré en récession technique au second semestre 2023. En effet, la première estimation du PIB au T4 fait état d’une modeste contraction de -0,1% t/t faisant suite à un recul plus important de -0,8% t/t au trimestre précédent. Fait plus symbolique, le Japon a perdu son statut de troisième économie mondiale (en PIB nominal) au profit de l’Allemagne. Néanmoins, la vigueur de l’activité au premier semestre 2023 avait doté l’économie japonaise d’un acquis de croissance notable, permettant au taux de croissance annuel moyen de s’élever à +1,9% pour l’année (contre +0,9% en 2022).
Certes, l’estimation du PIB u T4 sera sujette à révisions, mais même si le chiffre définitif venait à démentir la récession technique, la faiblesse pénalisante de la demande intérieure, liée à la hausse des prix et des taux d’intérêt restera prégnante. En effet, la demande privée s’est réduite (-0,3% t/t) pour le troisième trimestre consécutif, affectant à la fois la consommation et l’investissement, et devenant dès lors le premier contributeur négatif à la croissance. En revanche, le regain du commerce extérieur a amorti la contraction du dernier trimestre, contribuant pour+0,2pp à la croissance du fait de l’amélioration des exportations en volume (+2,6% t/t). Cette tendance pourrait se poursuivre au premier trimestre 2024 au regard des chiffres du mois de janvier (+11,9% a/a, +2,3pp).
Les enquêtes d’activité ne dressent pas le tableau d’une reprise robuste, alors que nous anticipons une croissance de +0,2% t/t au T1 2024. L’enquête Jibun Bank PMI indique une détérioration de la composante manufacturière au mois de février (47,2, -0,8pp), un plus bas depuis juillet 2020. Le PMI des services s’affaiblit également, à 52,5 (-0,6pp), rapprochant le résultat composite de la frontière des 50 (50,3, -0,8pp).
L’inflation sous-jacente (excluant la nourriture non-transformée) poursuit sa décélération en janvier, s’élevant à +2,0% a/a (-0,3pp), notamment du fait d’une moindre inflation importée permettant à l’inflation énergétique de baisser davantage (-12,1% a/a, -0,4pp). Un rebond est toutefois probable en février, le subventionnement des prix de l’électricité ayant débuté en février 2023.
Les développements et prévisions en matière d’inflation rapprochent le Japon de la normalisation monétaire. Nous anticipons un arrêt de la politique de taux d’intérêt négatif lors de la réunion de mars de la Banque du Japon, avec un taux directeur qui passerait de -0,1% à +0,1%, avant d’atteindre +0,25% à la fin 2024.
Achevé de rédiger le 26 février 2024
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)