Equivalence of the Denpster-Shafer rule and the maximum likelihood rule implies convexity
スポンサーリンク
概要
- 論文の詳細を見る
It is known that if a capacity is convex then the Dempster-Shafer update rule for the capacity is equivalent to the maximum likelihood update rule for the core of the capacity. This paper shows that the converse is also true; that is, a capacity must be convex if these two rules are equivalent.
- Economics Bulletinの論文
- 2005-09-09
Economics Bulletin | 論文
- Network externalities as a source of comparative advantage
- On dynamic Chamberlin-Heckscher-Ohlin trade patterns
- A note on Chamberlinian-Ricardian trade patterns
- FDI may help rival firms
- A Simple Gamma Random Number Generator for Arbitrary Shape Parameters