The concept of totally coherent set-valued probability assessments on a family of conditional events has been introduced in a previous paper by the same authors. Here we examine the extendibility of totally coherent interval-valued probability assessments and in this context some theoretical results are proved. These results are applied in the analysis of some well known inference rules of interest in the field of nonmonotonic reasoning.
Extension of totally coherent interval-valued probability assessments / Gilio, Angelo; Ingrassia, S.. - STAMPA. - 20(2000), pp. 80-91.
Extension of totally coherent interval-valued probability assessments
GILIO, ANGELO;
2000
Abstract
The concept of totally coherent set-valued probability assessments on a family of conditional events has been introduced in a previous paper by the same authors. Here we examine the extendibility of totally coherent interval-valued probability assessments and in this context some theoretical results are proved. These results are applied in the analysis of some well known inference rules of interest in the field of nonmonotonic reasoning.File allegati a questo prodotto
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