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20182025
most citedOn an Extension of a Theorem of Eilenberg and a Characterization of Topological Connectedness

5 citations · 5 across the 3 of their papers we have counts for

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Showing econ.THShow all

7 papers · 1 filter

econ.TH2025

Existence of Equilibria in Large Competitive Markets with Bads, Production and Comprehensive Externalities

Robert M. Anderson, Haosui Duanmu, M. Ali Khan +1

This paper establishes existence of equilibrium in a measure-theoretic general equilibrium (MGE) model with production, bads, and comprehensive externalities. These features are jo…

econ.TH2023

On Continuity of Separately Convex Preferences and Correspondences

Metin Uyanik, Aniruddha Ghosh, M. Ali Khan

We study separate convexity for preferences and correspondences, and show that this weakening of the usual convexity postulate is strong enough to recover standard equivalences amo…

econ.TH2022

Continuity Postulates and Solvability Axioms in Economic Theory and in Mathematical Psychology: A Consolidation of the Theory of Individual Choice

Aniruddha Ghosh, M. Ali Khan, Metin Uyanik

This paper presents four theorems that connect continuity postulates in mathematical economics to solvability axioms in mathematical psychology, and ranks them under alternative su…

econ.TH2020

The Yannelis-Prabhakar Theorem on Upper Semi-Continuous Selections in Paracompact Spaces: Extensions and Applications

M. Ali Khan, Metin Uyanik

In a 1983 paper, Yannelis-Prabhakar rely on Michael's selection theorem to guarantee a continuous selection in the context of the existence of maximal elements and equilibria in ab…

econ.TH20195 cited

On an Extension of a Theorem of Eilenberg and a Characterization of Topological Connectedness

M. Ali Khan, Metin Uyanik

On taking a non-trivial and semi-transitive bi-relation constituted by two (hard and soft) binary relations, we report a (i) p-continuity assumption that guarantees the completenes…

econ.TH2018

Topological Connectedness and Behavioral Assumptions on Preferences: A Two-Way Relationship

M. Ali Khan, Metin Uyanık

This paper offers a comprehensive treatment of the question as to whether a binary relation can be consistent (transitive) without being decisive (complete), or decisive without be…