In W3 CFTs, Lanczos coefficients b_N grow as N^2 for generalized Liouvillian with W generators, violating the universal linear growth bound and causing divergent Krylov complexity, with the same quadratic growth in the SL(3,R) subalgebra.
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Global phase modulation of a Rydberg laser combined with optimal control enables high-fidelity multi-qubit parity gates in neutral atoms across equidistant and inhomogeneous configurations.
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Violation of Universal Operator Growth Hypothesis in $\mathcal{W}_3$Conformal Field Theories
In W3 CFTs, Lanczos coefficients b_N grow as N^2 for generalized Liouvillian with W generators, violating the universal linear growth bound and causing divergent Krylov complexity, with the same quadratic growth in the SL(3,R) subalgebra.
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Multi-Qubit Parity Gates for Rydberg Atoms in Various Configurations
Global phase modulation of a Rydberg laser combined with optimal control enables high-fidelity multi-qubit parity gates in neutral atoms across equidistant and inhomogeneous configurations.