The paper labels a fuzzy graph with Riemann tensor index pairs and shows, mainly by encoding the desired symmetries into the definitions, that the graph mirrors the cyclic identity, the 20-component count, and the 6×6 matrix structure used for Petrov classification.
G., Sivasankar, S., & Palanivel, K
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Cyclic Symmetry of Riemann Tensor in Fuzzy Graph Theory
The paper labels a fuzzy graph with Riemann tensor index pairs and shows, mainly by encoding the desired symmetries into the definitions, that the graph mirrors the cyclic identity, the 20-component count, and the 6×6 matrix structure used for Petrov classification.