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A classical result of singularity theory states that the spectrum of anisolated hypersurface singularity is symmetric with respect to $n/2$, where $n$is the dimension of the enclosing space. We prove a similar result for theJordan-H\"older composition series of the $(a,b)$-module associated to anisolated hypersurface singularity.

Jordan-H\"older decomposition of regular $(a, b)$-modules