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Existence of a motivic Galois pro-NGLA realizing the Hom conjecture
Let $K$ be a number field and let $X$ and $X'$ be smooth hyperbolic curves defined over $K$ . Denote by $\pi_1^{mot}(\bar X)$ the motivic fundamental group over $\bar K$ , and let…
Conjectureopenanabelian-geometry galois-representations motivic-fundamental-groupsarXiv posted 2 days ago
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Grothendieck's motivic Hom conjecture for hyperbolic curves
Let $K$ be a number field, and let $X$ and $X'$ be smooth hyperbolic curves defined over $K$ . Write $\pi_1^{mot}(\bar X)$ for the motivic fundamental group of $X$ over $\bar K$ , an…
Conjectureopenanabelian-geometry galois-representations motivic-fundamental-groupsarXiv posted 2 days ago

Existence of a motivic Galois pro-NGLA realizing the Hom conjecture