About
Confidence distributions is a statistical methodology that represents the statistical evidence for a parameter in the form of a distribution function on the parameter space. This distribution summarizes information from data, allowing for the derivation of confidence intervals at any desired level and providing a comprehensive summary of uncertainty about the parameter.
Top Authors
Rankings shown are based on concept H-Index.
PK La Trobe University |
GC La Trobe University |
KK University of Louisiana at Lafayette |
RB University of California, Berkeley |
LJ Technical University of Cluj-Napoca |
Top Institutions
Rankings shown are based on concept H-Index.
 Stanford, United States |
 Melbourne, Australia |
 Ames, United States |
 Berkeley, United States |
 Southampton, United Kingdom |