Globally coupled circle maps exhibit 'toric chaos' in the invertible regime: chaotic dynamics coexisting with O(N) zero Lyapunov exponents and a delocalized, slowly wandering first Lyapunov vector.
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Chaos on a High-Dimensional Torus
Globally coupled circle maps exhibit 'toric chaos' in the invertible regime: chaotic dynamics coexisting with O(N) zero Lyapunov exponents and a delocalized, slowly wandering first Lyapunov vector.