Abstract
Let φ(z) = (φ1(z), …, φn(z)) be a holomorphic self‐map of &#x1D53B;n and ψ(z) a holomorphic function on &#x1D53B;n, where &#x1D53B;n is the unit polydiscs of ℂn. Let 0 < α, β < 1, we compute the essential norm of a weighted composition operator ψCφ between α‐Bloch space ℬα(&#x1D53B;n) and β‐Bloch space ℬβ(&#x1D53B;n).
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