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This paper establishes a link between endowments, patience types, and theparameters of the HARA Bernoulli utility function that ensure equilibriumuniqueness in an economy with two goods and two impatience types with additiveseparable preferences. We provide sufficient conditions that guaranteeuniqueness of equilibrium for any possible value of $\gamma$ in the HARAutility function$\frac{\gamma}{1-\gamma}\left(b+\frac{a}{\gamma}x\right)^{1-\gamma}$. Theanalysis contributes to the literature on uniqueness in pure exchange economieswith two-goods and two agent types and extends the result in [4].

Endowments, patience types, and uniqueness in two-good HARA utility economies