An intersection theorem on a product of generalized convex spaces and applications to equilibria

  • Hou Ji-Cheng
  • Published 2010 in
    The 2nd International Conference on Information…

Abstract

In this paper, we give an intersection theorem on a product of generalized convex spaces, and apply this theorem to investigate the existence of equilibrium points of an abstract economy with infinite (countable or uncountable) number of agents for non-paracompact setting of commodity spaces.

Cite this paper

@article{JiCheng2010AnIT, title={An intersection theorem on a product of generalized convex spaces and applications to equilibria}, author={Hou Ji-Cheng}, journal={The 2nd International Conference on Information Science and Engineering}, year={2010}, pages={81-85} }