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math.NT2005★ 1 cited
Algebraic cycles and motivic generic iterated integrals
Hidekazu Furusho, Amir Jafari
Following the work of Gangl, Goncharov and Levin in [GGL], we will give a combinatorial framework for motivic study of iterated integrals on the affine line. We will show that unde…
math.NT2003
Galois actions on fundamental groups of curves and the cycle
Richard Hain, Makoto Matsumoto
Suppose that C is a smooth, projective, geometrically connected curve of genus g > 2 defined over a number field K. Suppose that x is a K-rational point of C. Denote the Lie algebr…