@article{Accinelli_1996, title={Some remarks about uniqueness of equilibrium for infinite dimensional economies}, volume={11}, url={https://estudioseconomicos.colmex.mx/index.php/economicos/article/view/263}, DOI={10.24201/ee.v11i1.263}, abstractNote={<p>For economies with infinitely many goods, with two different approaches we obtain sufficient conditions for uniqueness of competitive equilibrium. In the second approach we prove that the Mitjushim-Polterovich condition is a sufficient condition for uniqueness of equilibrium when the consumption space is a positive cone included in a Banach space. We do not suppose separability of the utility function.</p>}, number={1}, journal={Estudios Económicos de El Colegio de México}, author={Accinelli, Elvio}, year={1996}, month={Jan.}, pages={3–32} }