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This document summarizes a 1971 journal article that uses the Möbius function from number theory to calculate the coefficients of the counting series for unlabeled connected graphs from the counting series for general graphs. It begins by introducing the problem and relevant theorems. It then shows how to take the formal logarithm of the counting series for general graphs using symmetric function theory. Next, it introduces the Möbius function and inversion formula to relate the coefficients of connected an

Author

Marcel Manrique

Language

EN