November 2023
Intermediate to advanced
192 pages
3h 29m
English
In this chapter we will establish Theorem 2.3 and hence immediately Theorem 2.2 follows [39].
We begin with the proof of Theorem 2.3 (part(2)).
Proof: We argue by way of contradiction that the result does not hold. Then for each
, we can find points
and
in
satisfying (2.3) with
but not satisfying (2.4). Without loss of generality, we may suppose that
for each
and that
and
for each
. Thus for all and and
for and any ...