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A Remark on Torsors under Affine Group Schemes. [PDF]
Wibmer M.
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Lie algebras ofH-projective motions of Kähler manifolds of constant holomorphic sectional curvature [PDF]
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A V Aminova
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Projective Double Lie Algebras on a Lie Algebra
1994The notion of projective double Lie algebras on a Lie algebra g has arisen in connection with certain local Lie loop structures on a Lie group with Lie algebra g. In this article, including semisimple Lie algebras, we are mainly concerned with certain group-graded Lie algebras which are not necessarily finite-dimensional, and we determine their ...
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The projective Lie algebra of the Lorentz group and homographic transformations
Journal of Mathematical Physics, 1978The Lorentz group is used as the group of homographic transformations on the Riemann sphere. Its Lie algebra is shown to have a very simple interpretation with the aid of cross products and constellation formalism. This property is used to give a constellation description of the Clebsch–Gordan series for the product of two states of spin 1.
H Bacry
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Archiv Der Mathematik, 1995
The main result of this note is the description of an arbitrary block ideal of a reduced universal enveloping algebra in the nilpotent case via induced modules. From this it is possible to derive a dimension formula for the corresponding Jacobson radical resp.
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The main result of this note is the description of an arbitrary block ideal of a reduced universal enveloping algebra in the nilpotent case via induced modules. From this it is possible to derive a dimension formula for the corresponding Jacobson radical resp.
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Lie Algebras of Projective Motions of Rigid h-Spaces H32,3 of the Type {32}
Russian MathematicszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Aminova, A. V., Khakimov, D. R.
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Projective Limits of Finite-Dimensional Lie Groups
For a topological group G we define N to be the set of all normal subgroups modulo which G is a finite-dimensional Lie group. Call G a pro-Lie group if, firstly, G is complete, secondly, N is a filter basis, and thirdly, every identity neighborhood of G ...
Karl H Hofmann, Sidney A Morris
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Projective Tracking Based on Second-Order Optimization on Lie Manifolds
Template tracking based on the space transformation model can usually be reduced to solve a nonlinear least squares optimization problem over a Lie manifold of parameters.
Zelin Shi
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Projections of semisimple Lie algebras
Algebra i logika, 2019The paper proves that any finite-dimensional Lie algebra over a perfect field of finite characteristic \(p>3\), different from a 3-dimensional simple non-split Lie algebra, that is lattice isomorphic to a semisimple Lie algebra is also semisimple. Here by lattice isomorphism of Lie algebras the author means the isomorphism of their subalgebra lattices.
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