Quantifying the closeness to a set of random curves via the mean marginal likelihood

HIGHLIGHTS

• who: Rommel Cédric and collaborators from the (UNIVERSITY) have published the Article: Quantifying the closeness to a set of random curves via the mean marginal likelihood, in the Journal: (JOURNAL) of April/23,/2019
• what: The authors propose another finitedimensional approach, by estimating an aggregation of the marginal densities, which reduces to a finite sequence of multivariate density estimation problems. Although Assumption 2.5 might seem strong, the authors show later on Theorem 2.8 that the consistency of EMML holds with standard kernel density estimators. The extensive numerical results presented indicate that this . . .
  

   

  

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