We consider linear product operators {DC_{\phi}} and {C_{\phi}D^{m}} acting on the Bloch space, where {C_{\phi}} is the composition operator and D m is the differentiation operator. The compactness criteria of the operators {DC_{\phi}} and {C_{\phi}D^{m}} on the Bloch space are established in terms of the norms of {\phi^n} in the Bloch space.
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