We describe the category of regular holonomic modules over the formal deformation $\mathcal{D}_X[[\hbar]]$ of the ring of linear differential operators. In particular, we establish the Riemann-Hilbert correspondence and discuss the additional $t$-structure related to $\hbar$-torsion
AbstractWe give an algebraic description of regular holonomic D-modules whose characteristic variety...
AbstractWe give an algebraic description of regular holonomic D-modules whose characteristic variety...
AbstractWe give a classification of regular holonomic D-modules on 2m×2m-skew-symmetric matrices rel...
We describe the category of regular holonomic modules over the ring D [[~]] of linear differential o...
We describe the category of regular holonomic modules over the ring D[[ħ]] of linear differential o...
We describe the category of regular holonomic modules over the ring D[[\u210f]] of linear differenti...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
AbstractLet X be a smooth toric variety. Cox introduced the homogeneous coordinate ring S of X and i...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
On a complex manifold, the embedding of the category of regular holonomic D-modules into that of ho...
To appear at C. R. Acad. Sci. ParisLet M be a complex of D-modules with bounded holonomic cohomology...
We consider the sheaf of differential operators $\widehat{\mathcal{D}}^{(0)}_{\mathfrak{X}, k, \math...
AbstractIn this paper we give a classification of regular holonomic D-modules whose characteristic v...
AbstractWe give an algebraic description of regular holonomic D-modules whose characteristic variety...
AbstractWe give an algebraic description of regular holonomic D-modules whose characteristic variety...
AbstractWe give a classification of regular holonomic D-modules on 2m×2m-skew-symmetric matrices rel...
We describe the category of regular holonomic modules over the ring D [[~]] of linear differential o...
We describe the category of regular holonomic modules over the ring D[[ħ]] of linear differential o...
We describe the category of regular holonomic modules over the ring D[[\u210f]] of linear differenti...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
AbstractLet X be a smooth toric variety. Cox introduced the homogeneous coordinate ring S of X and i...
We develop the theory of relative regular holonomic D-modules with a smooth complex manifold S of ar...
On a complex manifold, the embedding of the category of regular holonomic D-modules into that of ho...
To appear at C. R. Acad. Sci. ParisLet M be a complex of D-modules with bounded holonomic cohomology...
We consider the sheaf of differential operators $\widehat{\mathcal{D}}^{(0)}_{\mathfrak{X}, k, \math...
AbstractIn this paper we give a classification of regular holonomic D-modules whose characteristic v...
AbstractWe give an algebraic description of regular holonomic D-modules whose characteristic variety...
AbstractWe give an algebraic description of regular holonomic D-modules whose characteristic variety...
AbstractWe give a classification of regular holonomic D-modules on 2m×2m-skew-symmetric matrices rel...