The Murnaghan-Nakayama Rule is a combinatorial formula used to compute the characters of the symmetric group based on the cycle type of permutations. This rule connects the representation theory of symmetric groups with combinatorial aspects by providing a method to derive character values from certain tableaux associated with partitions. It highlights the relationship between representation theory and algebraic combinatorics, emphasizing how different representations can be constructed from standard Young tableaux and their properties.
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