What is the solution to the following? It's sort of a modified/generalized geometric progression (or is there a known name for this kind?),
$$\lim_{N\to\infty}\prod_{n=0}^{N}(1+a^n), a\in(0,1)$$
What is the solution to the following? It's sort of a modified/generalized geometric progression (or is there a known name for this kind?),
$$\lim_{N\to\infty}\prod_{n=0}^{N}(1+a^n), a\in(0,1)$$
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