Utility representation theorems for Debreu separable preorders
Abstract
We prove the existence of arbitrary (resp., semicontinuous, continuous) utility representations for arbitrary (resp., semicontinuous, continuous) preorders satisfying some weakened Debreu order separability conditions. In this way we widely generalize a classical result for total preorders that essentially is due to...
Paper Details
Title
Utility representation theorems for Debreu separable preorders
Published Date
May 1, 2012
Volume
48
Issue
3
Pages
148 - 154
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