Abstract
We give several conjectures that allow us to derive many series for {\small $ 1/ \pi$} and {\small $ 1/ \pi^2$}. These series include Ramanujan's series, as well as those associated with the Domb numbers and Apéry numbers. We have checked the conjectures numerically in many examples with a precision of two hundred digits.
Citation
Jesús Guillera. "A New Method to Obtain Series for $1 / \pi$ and $1 / \pi^2$." Experiment. Math. 15 (1) 83 - 89, 2006.
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