Considerable revisions:

Added a statement of the general Hölder inequality (not just the pairing between L^{1/p} and L^{1/(1-p)}, but also the multiplication map L^{1/p}⊗L^{1/q}→L^{1/(p+q)}.

Briefly discuss the noncommutative case and how it gives rise to the Tomita–Takesaki theory.

changed “Bohr-Haagerup” to “Bohr-Mollerup”

]]>Have fixed the item list code:

```
* item one
* next item
* one more
```

also fixed the glitch in the typing of the Gamma-function

and hyperlinked to *Gamma function*

(I’m out of practice here, which may account for why I don’t see what it wrong with my itemize environment at the end.)

]]>(I’m out of practice here, which may account for why I don’t see what it wrong with my itemize environment at the end.)

]]>Touched on the fact that the Gamma function is log-convex, and the statement of the Bohr-Mollerup theorem.

]]>Touched on the fact that the Gamma function is log-convex, and the statement of the Bohr-Mollerup theorem.

]]>I added a section to Hölder’s inequality on its relation to log-convex functions

]]>