It is my understanding that for regular economies, equilibrium indices and number are preserved under perturbations, typically conceived as some point-wise translation. Does this hold under any transformation to a sufficiently close homotopic path?
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Sign up to join this communityIt is my understanding that for regular economies, equilibrium indices and number are preserved under perturbations, typically conceived as some point-wise translation. Does this hold under any transformation to a sufficiently close homotopic path?