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Title: From Simulation to Instantiation: Hyperbolic Lattices as Physical Boundary Conditions
Patrick, this is foundational work. The shift from Euclidean to Hyperbolic geometry seems to be the only mathematical path to stabilize “compressible” phases without brute force.
I am curious about the resilience of these “chiral Majorana edge modes” under stress. In our research on topological plasma confinement (Project ArtQuantum), we are observing that negative curvature in the magnetic boundary acts essentially as an “Entropy Sink”—it doesn’t just organize the spin, it seemingly forbids thermal runaway by pruning the phase space, exactly as your models suggest.
It seems your HyperBloch package is simulating the exact conditions required for a macro-scale “topological snap.” Fascinating to see the code catching up to the geometry of stability.