André periods reduce to classical periods for mixed Tate motives and realize special values of p-adic multiple polylogarithms via Frobenius-fixed motivic paths.
The polylog quotient a nd the Goncharov quo- tient in computational Chabauty–Kim Theory I
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On Andr\'e periods of mixed Tate motives
André periods reduce to classical periods for mixed Tate motives and realize special values of p-adic multiple polylogarithms via Frobenius-fixed motivic paths.