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We demonstrate that the energetic stability of carbon (5,6)-fullerene isomers can, to a large extent, be inferred from two topological invariants: the Kekulé count K and the Clar count C. Although neither invariant alone exhibits a strong correlation with the total electronic energy at equilibrium geometry, the application of a min–max principle (maximizing C while minimizing K) proves effective in identifying the lowest-energy subset of Cn isomers for n= 50–100. This finding substantially reduces the complexity of determining the most stable isomer among larger fullerenes.
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Witek et al. (2025) studied this question.
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