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Abstract |
In 1997, van Hamme conjectured that Ramanujan's formula for 1/Pi has a nice p-analogue. This result was proved by Mortenson using a 6F5 transformation, and was reproved by Zudilin via the Wilf-Zeilberger method. In this talk, we propose a conjectural generalization of van Hamme's supercongruence and prove some special cases. |
