In this letter, first we give a decomposition for any Lie-Poisson structure pi(g) associated to the modular vector. In particular, pi(g) splits into two compatible Lie-Poisson structures if dimg <= 3. As an application, we classified quadratic deformations of Lie-Poisson structures on R-3 up to linear diffeomorphisms.Physics, MathematicalSCI(E)0ARTICLE3217-2298
Abstract. We prove an equivariant version of the local splitting the-orem for tame Poisson structure...
My research lies at the intersection of Lie theory and Poisson geometry. The funda-mental object of ...
1.0. Poisson structures Unless otherwise explicitly stated all mappings and tensors in the paper are...
We classify all of the 4-dimensional linear Poisson structures of which the corresponding Lie algebr...
International audienceAny classical r-matrix on the Lie algebra of linear operators on a real vector...
Abstract: Given a Lie algebroid and a bundle over its base which is endowed with a localizable Poiss...
In the present paper we explicitly construct deformation quantizations of certain Poisson structures...
In the present paper we explicitly construct deformation quantizations of certain Poisson structures...
This thesis is devoted to the study of holomorphic Poisson structures and Lie algebroids, and their ...
This thesis is devoted to the study of holomorphic Poisson structures and Lie algebroids, and their ...
peer reviewedWe study the deformation complex of the dg wheeled properad of Z-graded quadratic Poiss...
peer reviewedWe study the deformation complex of the dg wheeled properad of Z-graded quadratic Poiss...
peer reviewedWe study the deformation complex of the dg wheeled properad of Z-graded quadratic Poiss...
We study the deformation complex of the dg wheeled properad of Z-graded quadratic Poisson structures...
We study the deformation complex of the dg wheeled properad of Z-graded quadratic Poisson structures...
Abstract. We prove an equivariant version of the local splitting the-orem for tame Poisson structure...
My research lies at the intersection of Lie theory and Poisson geometry. The funda-mental object of ...
1.0. Poisson structures Unless otherwise explicitly stated all mappings and tensors in the paper are...
We classify all of the 4-dimensional linear Poisson structures of which the corresponding Lie algebr...
International audienceAny classical r-matrix on the Lie algebra of linear operators on a real vector...
Abstract: Given a Lie algebroid and a bundle over its base which is endowed with a localizable Poiss...
In the present paper we explicitly construct deformation quantizations of certain Poisson structures...
In the present paper we explicitly construct deformation quantizations of certain Poisson structures...
This thesis is devoted to the study of holomorphic Poisson structures and Lie algebroids, and their ...
This thesis is devoted to the study of holomorphic Poisson structures and Lie algebroids, and their ...
peer reviewedWe study the deformation complex of the dg wheeled properad of Z-graded quadratic Poiss...
peer reviewedWe study the deformation complex of the dg wheeled properad of Z-graded quadratic Poiss...
peer reviewedWe study the deformation complex of the dg wheeled properad of Z-graded quadratic Poiss...
We study the deformation complex of the dg wheeled properad of Z-graded quadratic Poisson structures...
We study the deformation complex of the dg wheeled properad of Z-graded quadratic Poisson structures...
Abstract. We prove an equivariant version of the local splitting the-orem for tame Poisson structure...
My research lies at the intersection of Lie theory and Poisson geometry. The funda-mental object of ...
1.0. Poisson structures Unless otherwise explicitly stated all mappings and tensors in the paper are...
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