Interpersonally Comparable Utility
Peter Caradonna, Zachary Raines
Abstract
We develop a theory of measurement scales for utility functions, based on a generalization of the notion of numeraire commodity. Every sufficiently well-behaved utility is denominated in some scale of this form, and conversely, the choice of a compatible scale unit uniquely identifies utilities up to an additive constant. We define a profile of utilities to be interpersonally comparable precisely when they are denominated in a common measurement unit. We study when profiles of comparable utilities exist, as well as how a planner ought to aggregate them, and provide applications to social choice and welfare economics.
Create a lesson
Related papers
Comparison of Deterministic Information Providers
David Lagziel, Ehud Lehrer, Tao Wang
Fractional Assignment with 1 Preferences
Yasushi Kawase, Warut Suksompong, Hanna Sumita et al.
Dynamic Pooling and Regional Participation in Deceased-Donor Organ Allocation
Genta Okada
Coalition strategy-proof anonymous binary social choice in a countably infinite society
Achille Basile, K. P. S. Bhaskara Rao, Surekha Rao
Segregation Monotonicity and the Measurement of Inequality in Social Networks
Deepankar Basu
AI and the Market for Signals
Doruk Cetemen, Emre Ozdenoren