May 2015
Intermediate to advanced
384 pages
9h 20m
English
A linear mapping
from a vector space
into a vector space
is one-to-one if
and onto if
. When
is both one-to-one and onto it is said to be bijective. Bijective linear mappings are invertible. That is, there exists a linear mapping
from
to
such that
and
are the identity transformation on their respective spaces.
Suppose now that and are Banach spaces and that is bijective. ...
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