The Arithmetic of Fundamental Groups

Chapter 1 Heidelberg Lectures on Coleman Integration

Chapter 2 Heidelberg Lectures on Fundamental Groups

Chapter 3 Vector Bundles Trivialized by Proper Morphisms and the Fundamental Group Scheme, II

Chapter 5 The Motivic Logarithm for Curves

Chapter 6 On a Motivic Method in Diophantine Geometry

Chapter 7 Descent Obstruction and Fundamental Exact Sequence

Chapter 8 On Monodromically Full Points of Configuration Spaces of Hyperbolic Curves

Chapter 9 Tempered Fundamental Group and Graph of the Stable Reduction

Chapter 10 ℤ ∕ ℓ Abelian-by-Central Galois Theory of Prime Divisors

Chapter 11 On ℓ-adic Pro-algebraic and Relative Pro-ℓ Fundamental Groups

Chapter 12 On 3-Nilpotent Obstructions to π 1 Sections for $$ \mathbb{P}^{1}_\mathbb{Q}$$ −{0,1, $$\infty$$ }

Chapter 13 Une remarque sur les courbes de Reichardt–Lind et de Schinzel

Chapter 14 On ℓ -adic Iterated Integrals V: Linear Independence, Properties of ℓ -adic Polylogarithms, ℓ -adic Sheaves