Proves Cosine and Hermite universality conjectures for roots of derivatives of even entire functions with real roots and for Jensen polynomials by establishing finite free probability limit theorems for repeated differentiation.
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Universality for roots of derivatives of entire functions via finite free probability
Proves Cosine and Hermite universality conjectures for roots of derivatives of even entire functions with real roots and for Jensen polynomials by establishing finite free probability limit theorems for repeated differentiation.
- Discrete Mixed Quantization