Lotus Sūtra Conformal Field Theory and Trigintaduonionic Virasoro Dynamics

This academic paper proposes a mathematical correspondence between the complex parables of the Lotus Sūtra and advanced theoretical physics. The authors utilize Conformal Field Theory and Virasoro algebras to model Buddhist concepts, mapping high-dimensional algebraic structures like trigintaduonions onto cosmological metaphors. By treating the text's parables as literary expressions of fractal operators, the research defines the vacuum's storage hardware through a holographic framework. Technical proofs within the work link zero divisors to null states and demonstrate how the Monster group acts as a symmetry for the vacuum. Ultimately, the source serves to bridge ancient Mahāyāna philosophy with the rigorous geometry of E₈ root lattices and quantum field theory. Based on research paper Conformal Field Theory of the Lotus Sūtra: Infinite-Dimensional Virasoro Algebras and the Trigintaduonionic Layer. https://doi.org/10.5281/zenodo.21035397