The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dimensions. The corresponding algebras g are simple for (half-)maximal supergravity, but can be semi-simple for other theories. We extend the existing literature on the Kac-Moody extensions of simple Lie algebras to the semi-simple case. Furthermore, we argue that for N = 2 supergravity the simple algebras have to be augmented with an su(2) factor
We establish the correspondence between, on one side, the possible gaugings and massive deformations...
We consider the relation between higher spin gauge fields and real Kac-Moody Lie algebras. These alg...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dime...
The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dime...
The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dime...
Finite dimensional simple and semi-simple Lie algebras will be categorized with the help of Hasse di...
The forms in D-dimensional (half-)maximal supergravity theories are discussed for 3 ≤ D ≤ 11. Supers...
We consider the Cartan subalgebra of any very extended algebra G+++ where G is a simple Lie algebra ...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
We consider the relation between higher spin gauge fields and real Kac-Moody Lie algebras. These alg...
A description of the bosonic sector of ten-dimensional N=1 supergravity as a non-linear realisation ...
A lot of developments made during the last years show that Kac-Moody algebras play an important role...
We establish the correspondence between, on one side, the possible gaugings and massive deformations...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
We establish the correspondence between, on one side, the possible gaugings and massive deformations...
We consider the relation between higher spin gauge fields and real Kac-Moody Lie algebras. These alg...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dime...
The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dime...
The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dime...
Finite dimensional simple and semi-simple Lie algebras will be categorized with the help of Hasse di...
The forms in D-dimensional (half-)maximal supergravity theories are discussed for 3 ≤ D ≤ 11. Supers...
We consider the Cartan subalgebra of any very extended algebra G+++ where G is a simple Lie algebra ...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
We consider the relation between higher spin gauge fields and real Kac-Moody Lie algebras. These alg...
A description of the bosonic sector of ten-dimensional N=1 supergravity as a non-linear realisation ...
A lot of developments made during the last years show that Kac-Moody algebras play an important role...
We establish the correspondence between, on one side, the possible gaugings and massive deformations...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
We establish the correspondence between, on one side, the possible gaugings and massive deformations...
We consider the relation between higher spin gauge fields and real Kac-Moody Lie algebras. These alg...
We study the Borcherds superalgebra obtained by adding an odd (fermionic) null root to the set of si...
DOI
Add to ORKG