Mixed Hodge structures and formality of symmetric monoidal functors
We use mixed Hodge theory to show that the functor of singular chains with rational
coefficients is formal as a lax symmetric monoidal functor, when restricted to complex …
coefficients is formal as a lax symmetric monoidal functor, when restricted to complex …
Étale homological stability and arithmetic statistics
We relate asymptotic point counts and arithmetic statistics over finite fields to homological
stability and representation stability over C in the example of configuration spaces of n …
stability and representation stability over C in the example of configuration spaces of n …
Motive of the moduli stack of rational curves on a weighted projective stack
We show the compactly supported motive of the moduli stack of degree n rational curves on
the weighted projective stack P (a, b) P (a, b) is of mixed Tate type over any base field K with …
the weighted projective stack P (a, b) P (a, b) is of mixed Tate type over any base field K with …
[PDF][PDF] Motivic homological stability of configuration spaces
arXiv:2007.13718v2 [math.AT] 26 Oct 2022 Page 1 arXiv:2007.13718v2 [math.AT] 26 Oct 2022
MOTIVIC HOMOLOGICAL STABILITY OF CONFIGURATION SPACES GEOFFROY HOREL …
MOTIVIC HOMOLOGICAL STABILITY OF CONFIGURATION SPACES GEOFFROY HOREL …
Mixed Hodge structures and formality
G Horel - arXiv preprint arXiv:1610.03267, 2016 - arxiv.org
[1610.03267] Mixed Hodge structures and formality Skip to main content Cornell University We
gratefully acknowledge support from the Simons Foundation, member institutions, and all …
gratefully acknowledge support from the Simons Foundation, member institutions, and all …