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We resolve some questions posed by Handelman in 1996 concerning log convex $L^1$ functions. In particular, we give a negative answer to a question he posed concerning the integrability of $h^2(x)/h(2x)$ when h is $L^1$ and log convex and $h(n)^{1/n}\rightarrow 1$.
Here we collect all the function spaces, their norms, and properties that appear throughout the text. Some of these the reader should be familiar with, while others will be new. The use of these spaces is particularly essential in the topics of approximation theory and partial differential equations.
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