Not everything is black and white. Our daily lives are full of vagueness or fuzziness. Language is the most obvious example-for instance, when we describe someone as tall, it is …
SO Hansson - Handbook of philosophical logic, 2001 - Springer
The study of general principles for preferences can, if we so wish, be traced back to Book III of Aristotle's Topics. Since the early twentieth century several philosophers have …
A Giarlotta, S Greco - Journal of Mathematical Economics, 2013 - Elsevier
A classical approach to model a preference on a set A of alternatives uses a reflexive, transitive and complete binary relation, ie a total preorder. Since the axioms of a total …
The spectrum argument purports to show that the better-than relation is not transitive, and consequently that orthodox value theory is built on dubious foundations. The argument …
JC Candeal, E Induráin - Journal of Mathematical Psychology, 2010 - Elsevier
Semiorders and thresholds of utility discrimination: Solving the Scott–Suppes representability problem - ScienceDirect Skip to main contentSkip to article Elsevier logo Journals & Books …
A Giarlotta - New Perspectives in Multiple Criteria Decision Making …, 2019 - Springer
We give an overview of some new trends in preference modeling, utility representation, and choice rationalization. Several recent contributions on these topics point in the same …
JC Candeal, A Estevan, JG García… - Journal of Mathematical …, 2012 - Elsevier
We analyze different separability conditions that characterize the numerical representability of semiorders through a real-valued function and a strictly positive threshold. Any necessary …
In 1907 Borel published a remarkable essay on the paradox of the Heap (“Un paradoxe économique: le sophisme du tas de blé et les vérités statistiques”), in which Borel proposes …
JE Gustafsson - Dialectica, 2010 - Wiley Online Library
The standard argument for the claim that rational preferences are transitive is the pragmatic money‐pump argument. However, a money‐pump only exploits agents with cyclic strict …