De Rham Cohomology of Differential Modules on Algebraic Varieties
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Simplifies the approach to birational properties of connections, based on a formal analysis of singularities at infinity Features a discussion on the stability of properties of connections based on higher direct images under a smooth morphism, only using basic tools of coherent cohomology Presents a unified approach to GAGA-type theorems in De Rham cohomology covering both complex and $p$-adic analytifications
Simplifies the approach to birational properties of connections, based on a formal analysis of singularities at infinity Features a discussion on the stability of properties of connections based on higher direct images under a smooth morphism, only using basic tools of coherent cohomology Presents a unified approach to GAGA-type theorems in De Rham cohomology covering both complex and $p$-adic analytifications
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