Multiplier invariants of periodic points are regular functions on moduli spaces of endomorphisms of P^N, are finite-to-one on certain families, and admit explicit isospectral families.
The real multiplier coordinate space of the quartic polynom ials, pages 61–69
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Multipliers and invariants of endomorphisms of projective space in dimension greater than 1
Multiplier invariants of periodic points are regular functions on moduli spaces of endomorphisms of P^N, are finite-to-one on certain families, and admit explicit isospectral families.