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We study block statistics in subcritical graph classes; these are statistics that can be defined as the sum of a certain weight function over all blocks. Examples include the number of edges, the number of blocks, and the logarithm of the number of spanning trees. The main result of this paper is a central limit theorem for statistics of this kind under fairly mild technical assumptions. 2012 ACM Subject Classification Mathematics of computing → Random graphs; Mathematics of computing → Generating functions

The complexity of the Approximate Multiple Pattern Matching Problem for random strings