DEFINITION 2.3.6.The metr>ie dµ on V µ,b,p is defined by LEMMA 2.3.2.A set V b with the metric d is a complete metric space.µ, ,p µ unless explicitely mentioned we fixed µ, b, and p for the remaining part of this monograph.Referring to these fixed µ, b and p we will omit the subscripts µ, b, p. Some ~ on bounding 6unction.6In this section we give some properties of a bounding function µ' with respect to the corresponding spaces W , and V , • µ µ
No takes yet. Share an insight, caveat, or question.
Unwin et al. (1978) studied this question.