The computation of the logarithmic cohomology for plane curves
- Castro-Jiménez, Francisco-Jesús
- Takayama, Nobuki
DOIAbstract
AbstractWe will give algorithms of computing bases of logarithmic cohomology groups for square-free polynomials in two variables
AbstractWe will give algorithms of computing bases of logarithmic cohomology groups for square-free polynomials in two variables
AbstractIn this paper, we prove that any degree d deformation of a generic logarithmic polynomial di...
We prove in an explicit way a duality formula between two A2-modules Mlog and Mflog associated to a...
We prove that the logarithm of a group-like element in a free algebra coincides with its image by a ...
We will give algorithms of computing bases of logarithmic cohomology groups for square-free polynom...
AbstractWe prove in an explicit way a duality formula between two A2-modulesMlog andMlog associated ...
AbstractLet C[x]=C[x1,…,xn] be the ring of polynomials with complex coefficients and An the Weyl alg...
AbstractWe give an algorithm to compute the following cohomology groups on U=Cn⧹V(f) for any non-zer...
For a commutative algebra R, its de Rham cohomology is an important invariant of R. In the paper, an...
Let D, x be a plane curve germ. We prove that the complex Ω•(log D)x computes the cohomology of the ...
Let OX (resp. DX) be the sheaf of holomorphic functions (resp. the sheaf of linear differential ope...
We prove a structure theorem for differential operators in the 0-th term of the V-filtration relativ...
Archimedean cohomology provides a cohomological interpretation for the calculation of the local L-fa...
AbstractWe will give algorithms of computing bases of logarithmic cohomology groups for square-free ...
The object of this paper is to give a reasonably leisurely account of the algebraic Poincare cobord...
Archimedean cohomology provides a cohomological interpretation for the calculation of the local L-fa...
AbstractIn this paper, we prove that any degree d deformation of a generic logarithmic polynomial di...
We prove in an explicit way a duality formula between two A2-modules Mlog and Mflog associated to a...
We prove that the logarithm of a group-like element in a free algebra coincides with its image by a ...
We will give algorithms of computing bases of logarithmic cohomology groups for square-free polynom...
AbstractWe prove in an explicit way a duality formula between two A2-modulesMlog andMlog associated ...
AbstractLet C[x]=C[x1,…,xn] be the ring of polynomials with complex coefficients and An the Weyl alg...
AbstractWe give an algorithm to compute the following cohomology groups on U=Cn⧹V(f) for any non-zer...
For a commutative algebra R, its de Rham cohomology is an important invariant of R. In the paper, an...
Let D, x be a plane curve germ. We prove that the complex Ω•(log D)x computes the cohomology of the ...
Let OX (resp. DX) be the sheaf of holomorphic functions (resp. the sheaf of linear differential ope...
We prove a structure theorem for differential operators in the 0-th term of the V-filtration relativ...
Archimedean cohomology provides a cohomological interpretation for the calculation of the local L-fa...
AbstractWe will give algorithms of computing bases of logarithmic cohomology groups for square-free ...
The object of this paper is to give a reasonably leisurely account of the algebraic Poincare cobord...
Archimedean cohomology provides a cohomological interpretation for the calculation of the local L-fa...
AbstractIn this paper, we prove that any degree d deformation of a generic logarithmic polynomial di...
We prove in an explicit way a duality formula between two A2-modules Mlog and Mflog associated to a...
We prove that the logarithm of a group-like element in a free algebra coincides with its image by a ...
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