On Right Bounded Quasi-linear Inner Inverse of Linear Translations
Yuwen Wang · Shuxue de shijian yu renshi · 2007
We introduce the concept of right bounded quasi-linear inner inverse for linear translation from linear space to normed linear space.Under the condition that the closure of the range of the operator T is Chebyshev,the representation for the right bounded quasi-linear inner inverse has been given.We prove that if R(T) is not closed and R(T) is Chebyshev,then there exist two different right bounded quasi-linear inner inverse.