Optimal cyclicity and chaos in the 2-sector RSS model: An anything-goes construction

► Geometric construction that allows a simple calculation of the parameters of the 2-sector RSS model that yields a pre-specified dynamic, including optimal topologically chaotic trajectories. ► Simple geometric proofs for optimal topologically chaotic trajectories for two instances of the 2-sector RSS model. ► Connection to the “anything-goes” results associated in Walrasian general equilibrium theorem with Sonnenschein-Mantel-Debreu.