The main result is a theorem that assure the existence of a lower bound in the class of lambda-continuum inductive estimators of Y_n+1, the next occurrence from a sampling without replacement. This proposition allows us to define a special estimator Y^ with mean square error uniformly smaller than Y- in Y_n+1 prediction.
A lower bound for inductive methods in Carnap's approach
GUSEO, RENATO
1982
Abstract
The main result is a theorem that assure the existence of a lower bound in the class of lambda-continuum inductive estimators of Y_n+1, the next occurrence from a sampling without replacement. This proposition allows us to define a special estimator Y^ with mean square error uniformly smaller than Y- in Y_n+1 prediction.
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