Proportional cake-cutting with different entitlements
http://dbpedia.org/resource/Proportional_cake-cutting_with_different_entitlements
In the fair cake-cutting problem, the partners often have different entitlements. For example, the resource may belong to two shareholders such that Alice holds 8/13 and George holds 5/13. This leads to the criterion of weighted proportionality (WPR): there are several weights that sum up to 1, and every partner should receive at least a fraction of the resource by their own valuation. In contrast, in the simpler proportional cake-cutting setting, the weights are equal: for all Several algorithms can be used to find a WPR division.
rdf:langString
rdf:langString
Proportional cake-cutting with different entitlements
xsd:integer
50676688
xsd:integer
1080419165
rdf:langString
In the fair cake-cutting problem, the partners often have different entitlements. For example, the resource may belong to two shareholders such that Alice holds 8/13 and George holds 5/13. This leads to the criterion of weighted proportionality (WPR): there are several weights that sum up to 1, and every partner should receive at least a fraction of the resource by their own valuation. In contrast, in the simpler proportional cake-cutting setting, the weights are equal: for all Several algorithms can be used to find a WPR division.
xsd:nonNegativeInteger
16288