F. Baldassarri

most citedA motivic version of Pellikaan's two variable zeta function

5 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

math.AG2004★ 1 cited

An algebraic proof of Deligne's regularity criterion

Yves André, Francesco Baldassarri

Deligne's regularity criterion for an integrable connection $\nabla$ on a smooth complex algebraic variety $X$ says that $\nabla$ is regular along the irreducible divisors at infin…

math.NT2004

$p$ -adic formulas and unit root $F$ -subcrystals of the hypergeometric system

Francesco Baldassarri, Maurizio Cailotto

We define the notion of {\it Dwork family of logarithmic $F$ -crystals}, a typical example of which is the family of Gauss hypergeometricdifferential systems, viewed as parametrized…

math.AG2003★ 5 cited

A motivic version of Pellikaan's two variable zeta function

F. Baldassarri, C. Deninger, N. Naumann

Combining the idea of motivic zeta function, due to Kapranov, and Pellikaan's definition of a two- variable zeta function for curves over finite fields in the present note we intro…

An algebraic proof of Deligne's regularity criterion

p-adic formulas and unit root F-subcrystals of the hypergeometric system

A motivic version of Pellikaan's two variable zeta function

$p$ -adic formulas and unit root $F$ -subcrystals of the hypergeometric system