## 56 Citations

### E(11) and the Embedding Tensor

- Computer Science
- 2007

We show how, using different decompositions of E11, one can calculate the representations under the duality group of the so-called ``de-form'' potentials. Evidence is presented that these potentials…

### Extended symmetries in supergravity: the semi-simple case

- Mathematics, Physics
- 2008

The bosonic sector of various supergravity theories reduces to a homogeneous space G/H in three dimensions. The corresponding algebras are simple for (half-)maximal supergravity, but can be…

### Non-propagating degrees of freedom in supergravity and very extended G2

- Physics
- 2007

Recently a correspondence between non-propagating degrees of freedom in maximal supergravity and the very extended algebra E11 has been found. We perform a similar analysis for a supergravity theory…

### Exotic E11 branes as composite gravitational solutions

- Mathematics
- 2009

A two-parameter group element is presented that interpolates between M-brane solutions. The group element is used to interpret a number of exotic branes related to the generators of the adjoint…

### E-10 and gauged maximal supergravity

- Physics
- 2009

We compare the dynamics of maximal three-dimensional gauged supergravity in appropriate truncations with the equations of motion that follow from a one-dimensional E10/K(E10) coset model at the first…

### Real forms of very extended Kac-Moody algebras and theories with eight supersymmetries

- Mathematics
- 2008

We consider all theories with eight supersymmetries whose reduction to three dimensions gives rise to scalars that parametrise symmetric manifolds. We conjecture that these theories are non-linear…

### Counting supersymmetric branes

- Business
- 2011

Maximal supergravity solutions are revisited and classified, with particular emphasis on objects of co-dimension at most two. This class of solutions includes branes whose tension scales with xxxx.…

### Gravity, dual gravity and A1+++

- Physics, MathematicsInternational Journal of Modern Physics A
- 2020

We construct the nonlinear realisation of the semidirect product of the very extended algebra [Formula: see text] and its vector representation. This theory has an infinite number of fields that…

### Duality invariant actions and generalised geometry

- Mathematics
- 2012

A bstractWe construct the non-linear realisation of the semi-direct product of E11 and its first fundamental representation at lowest order and appropriate to spacetime dimensions four to seven. This…

### Local E11 and the gauging of the trombone symmetry

- Mathematics
- 2010

In any dimension, the positive level generators of the very extended Kac–Moody algebra E11 with completely antisymmetric spacetime indices are associated with the form fields of the corresponding…

## References

SHOWING 1-10 OF 22 REFERENCES

### E11, ten forms and supergravity

- Physics
- 2005

We extend the previously given non-linear realisation of E11 for the decomposition appropriate to IIB supergravity to include the ten forms that were known to be present in the adjoint…

### E11 and M theory

- Physics, Geology
- 2001

We argue that 11-dimensional supergravity can be described by a nonlinear realization based on the group E11. This requires a formulation of 11-dimensional supergravity in which the gravitational…

### Hidden superconformal symmetry in M-theory

- Mathematics
- 2000

The bosonic sectors of the eleven-dimensional and IIA supergravity theories are derived as non-linear realisations. The underlying group includes the conformal group, the general linear group and as…

### Very extended E-8 and A(8) at low levels, gravity and supergravity

- Mathematics, Physics
- 2003

We define a level for a large class of Lorentzian Kac–Moody algebras. Using this we find the representation content of very extended AD−3 and E8 (i.e., E11) at low levels in terms of AD−1 and A10…

### Very extended E8 and A8 at low levels, gravity and supergravity

- Mathematics, Physics
- 2003

We define a level for a large class of Lorentzian Kac–Moody algebras. Using this we find the representation content of very extended AD−3 and E8 (i.e., E11) at low levels in terms of AD−1 and A10…

### Very extended Kac Moody algebras and their interpretation at low levels

- Mathematics
- 2004

We analyse the very extended Kac–Moody algebras as representations in terms of certain Ad−1 subalgebras and find the generators at low levels. Our results for low levels agree precisely with the…