Cartesian coupling between stochastic circular limit-cycle oscillators reduces steady-state entropy production rate compared with the uncoupled system, independent of effective temperature and population size, while radial and phase couplings produce more variable effects.
The Fisher information is defined as J (θ) = ∫ (∂θ lnp(x;θ))2p(x;θ)dx, (140) where the integral is performed over the x-domain
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Energetics of stochastic limit-cycle oscillators: when does coupling reduce dissipation?
Cartesian coupling between stochastic circular limit-cycle oscillators reduces steady-state entropy production rate compared with the uncoupled system, independent of effective temperature and population size, while radial and phase couplings produce more variable effects.