Mixed economic pulses at the end of 2024
GDP figures for Q4 2024 confirm a clear divergence between growth which is sustained in the US (0.6% q/q) or accelerating in China (1.6% q/q), and mixed performances in Europe with a stagnating GDP: -0.2% in Germany, -0.1% in France or stagnation in Italy, compared to +0.8% in Spain. In Japan and the UK, these figures have not yet been published, but our estimates are 0.2% and 0.3% q/q, respectively.
Mixed economic pulses at the beginning of 2025 too
Business climate indicators suggest continuation of growth performance in Q1 2025 in Spain (+0.7%) and the US (0.6%q/q). The outlook is more mixed in Asia, whether in China (1.3% q/q) or Japan (0.1% q/q). In the Eurozone, our nowcast suggests a moderate upturn (0.3%), with a return to modest growth in France (nowcast at 0.1%), and in Germany and Italy (forecasts at 0.1% and 0.2%, respectively), while growth is expected to remain at current levels in the UK (0.3%).
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)
Stable labour markets
There are no significant changes on the labour market in most countries, with unemployment rates remaining low (or almost lower), particularly in the Eurozone, the UK, Japan, and the US, with the resulting wage pressures. However, the extension of a period of low growth is resulting in a deterioration in job creation in several countries, with an increasing impact (or an impact likely to increase) on unemployment, particularly in France or Germany.
Diverging inflation levels
Divergences in terms of inflation remain significant and are expected to widen in 2025. Deflationary trends continue in China. Disinflation is evident but remains uneven in the Eurozone, where core inflation remains rather high, and where gaps between countries are widening (Germany and Spain above the European average). In the US and, to a lesser extent, in the UK, inflation remains well above 2% y/y and disinflation is not expected to continue in 2025. In Japan, despite the beginnings of disinflation, inflation is expected to remain high (2.8% y/y on average in Q4)
Diverging monetary policies too
These divergences are reflected in monetary policy. The Chinese central bank is maintaining an accommodative policy and is expected to ease this policy further in H2. The heterogeneity observed in the Eurozone has meant the ECB has maintained its pace of cuts at 25 bps, a pace also adopted by the BoE, but with longer intervals between cuts because inflation is slightly above the target in the UK. In the US, the Fed has maintained its key rate, a status quo we expect to see throughout the year. The BoJ took another step in its very gradual tightening of monetary conditions in January and is expected to make two further hikes of 25 bps in 2025, according to our forecasts.
Article completed on 07 February 2025