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- Weakly_additive abstract "In fair division, a topic in economics, a set of preferences is weakly additiveif the following condition is met: If A is larger than B, and C is larger than D (and pieces A and C do not overlap) then A together with C is preferable to B together with D.Weak additivity is often a realistic assumption when dividing up goods between claimants, and simplifies the mathematics of certain fair division problems considerably.".
- Weakly_additive wikiPageID "2282064".
- Weakly_additive wikiPageRevisionID "595492343".
- Weakly_additive hasPhotoCollection Weakly_additive.
- Weakly_additive subject Category:Fair_division.
- Weakly_additive subject Category:Utility.
- Weakly_additive comment "In fair division, a topic in economics, a set of preferences is weakly additiveif the following condition is met: If A is larger than B, and C is larger than D (and pieces A and C do not overlap) then A together with C is preferable to B together with D.Weak additivity is often a realistic assumption when dividing up goods between claimants, and simplifies the mathematics of certain fair division problems considerably.".
- Weakly_additive label "Weakly additive".
- Weakly_additive sameAs m.070p02.
- Weakly_additive sameAs Q7977976.
- Weakly_additive sameAs Q7977976.
- Weakly_additive wasDerivedFrom Weakly_additive?oldid=595492343.
- Weakly_additive isPrimaryTopicOf Weakly_additive.