Chebyshev separable pullbacks give H(nm+m-1) ≥ m² H(n) for m≥2, with a quadratic upper ceiling on replication-only schemes and improved explicit lower bounds such as H(14)≥252.
Lower bounds for the hilbert number of polynomial systems.Journal of Differential Equations, 252(4):3278– 3304, 2012
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Limit-Cycle Replication via Chebyshev Pullbacks and a Quadratic Ceiling for Separable Schemes
Chebyshev separable pullbacks give H(nm+m-1) ≥ m² H(n) for m≥2, with a quadratic upper ceiling on replication-only schemes and improved explicit lower bounds such as H(14)≥252.