A REMARK ON THE DERIVATE OF SET-VALUED MAPPING
CheaBing · 数学研究 · 1994
The derivate of set-valued mappings was defined by Hakuhara M in [1] and is called H-derivate. This paper shows a necessary and sufficient condition for a set-valued mapping to be derivable in term of Hderivate and the conditions in which lirnit and derivate ,derivate and integyal are exchanged respectively.