- #1

- 19

- 0

## Main Question or Discussion Point

I want to discuss about Chapter 8, equation 43 for any real number α(alpha)

The author tells "The continuity and monotonocity of E and L show that this definition

leads to the same result as the previously suggested one".(i.e.,Equ 33)

But I think properties of L is not required for the proof and proof is the same as the proof

for equivalence of equ 34 and 35.

I would like to get an expert comment on this.

The author tells "The continuity and monotonocity of E and L show that this definition

leads to the same result as the previously suggested one".(i.e.,Equ 33)

But I think properties of L is not required for the proof and proof is the same as the proof

for equivalence of equ 34 and 35.

I would like to get an expert comment on this.