Using complexified integration contours called Lefschetz thimbles, the Kodama state becomes a well-defined wavefunction whose leading form is the Hartle-Hawking Airy function times a Gaussian that suppresses anisotropy.
A note on the Chern–Simons and Kodama wavefunctions,
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Quantum de Sitter and Analytically Continued Chern Simons Theory
Using complexified integration contours called Lefschetz thimbles, the Kodama state becomes a well-defined wavefunction whose leading form is the Hartle-Hawking Airy function times a Gaussian that suppresses anisotropy.