Definition 3.1 A dcpo L is meet-continuous if for any x∈L and any directed set D⊆L with x≤supD, x is in the Scott closure of ↓x∩↓D. Proposition 3.2 (See [2, Proposition III-3.10].) A continuous dcpo is also quasicontinuous, and a meet-continuous quasicontinuous dcpo...
The present literature has no explicit definition for therapy-resistant irregularity in children. There was a need for reveal opinion definition to make sure consistency of future analysis and to avoid unneeded and maybe even harmful, unpleasant diagnostic and healing interventions. Early-onset neonatal...