Zero-Point Vacuum Bounds and Memory Wakes in Finite-Time Quantum Landauer Reset

This is Standalone Python 3 numerical verification suite (verify_landauer_prl.py) supporting the Physical Review Letters manuscript "Zero-Point Vacuum Bounds and Memory Wakes in Finite-Time Quantum Landauer Reset". Independently validates the non-perturbative Weyl-Klein relative-entropy factorization, the Sonin Euler-Beta optimal velocity profile v_opt(t), Parseval equality between the time-domain Riesz integral and frequency-domain Weber-Schafheitlin Bessel integral for the universal capacity constant C_PW(alpha), linear and raised-cosine (Hann) dissipation penalties, the all-orders Gauss boundary cusp identity, the generalized hypergeometric 3F2 multi-cycle QEC wake factor M_alpha(u), the optimal gate-duration partition law under parasitic heat leaks, and cross-platform superconducting benchmarks (Google Sycamore, MIT/Tencent, ETH/IBM, and Aalto SNS bolometry