Christopher Lazda

activity

20132026

most citedIncarnations of Berthelot's conjecture

16 citations · 61 across the 20 of their papers we have counts for

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math.NT2013

Rigid rational homotopy types

Christopher Lazda

In this paper we define a rigid rational homotopy type, associated to any variety $X$ over a perfect field $k$ of positive characteristic. We prove comparison theorems with previou…

math.NT2013★ 11 cited

Relative Fundamental Groups and Rational Points

Christopher Lazda

In this paper we define a relative rigid fundamental group, which associates to a section $p$ of a smooth and proper morphism $f : X \to S$ in characteristic $p$ , a Hopf algeb…

math.NT2013

A $p$ -adic Bertini theorem for unipotent local systems

Christopher Lazda

In this short note we prove a version of Bertini's theorem for unipotent rigid fundamental groups, stating that for every smooth, projective, geometrically connected variety $X$ ov…

Rigid rational homotopy types

Relative Fundamental Groups and Rational Points

A p-adic Bertini theorem for unipotent local systems

A $p$ -adic Bertini theorem for unipotent local systems