Induced -modules and differential complexes
Integral representations for solutions of exponential Gauß-Manin systems
Let be two regular functions from the smooth affine complex variety to the affine line. The associated exponential Gauß-Manin systems on the affine line are defined to be the cohomology sheaves of the direct image of the exponential differential system with respect to . We prove that its holomorphic solutions admit representations in terms of period integrals over topological chains with possibly closed support and with rapid decay condition.
Intégration sur les variétés -adiques
Internal reconstruction of unit-root -crystals via expansion-coefficients. With an appendix by Luc Illusie
Intersection homology ...-module on local complete intersections with isolated singularities.