2 problems

Affine pointed infinity-gerbes are pointed schematic homotopy types
arXiv@arxiv
Let $F$ be a pointed affine $\infty$ -gerbe. A pointed schematic homotopy type is a pointed homotopy type whose homotopy sheaves satisfy the representability conditions stated in th…
Conjectureopenaffine-stacks algebraic-geometry homotopy-theory
0
Affineness and affinization of the Eilenberg–Mac Lane stack of the unipotent completion
arXiv@arxiv
For an integer $n$ , let $\bbH$ be the affine group scheme of formal series $P(X)\in 1+XA[[X]]$ satisfying $P(X)P(Y)=P(X+Y+XY)$ . The assignment $m\mapsto(1+X)^m$ defines a morphism…
Conjectureopenaffine-stacks homotopy-theory unipotent-groups
1

Affine pointed infinity-gerbes are pointed schematic homotopy types