Abstract
We present in analytic form the matching conditions for the strong coupling
constant alpha\_s^(n\_f)(mu) at the flavour thresholds to three loops in the
modified minimal-subtraction scheme. Taking into account the recently
calculated coefficient beta\_3 of the Callan-Symanzik beta function of quantum
chromodynamics, we thus derive a four-loop formula for alpha\_s^(n\_f)(mu)
together with appropriate relationships between the asymptotic scale parameters
Lambda^(n\_f) for different numbers of flavours n\_f.
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