Add to ORKGSupersymmetric theories of gravity can exhibit surprising hidden symmetries when considered on manifolds that include a torus. When the torus is of large dimension these symmetries can become infinite-dimensional and of Kac-Moody type. When taking quantum effects into account the symmetries become discrete and invariant functions under these symmetries should play an important role in quantum gravity. The new results here concern surprising simplifications in the constant terms of very particular Eisenstein series on the these Kac-Moody groups. These are exactly the cases that are expected to arise in string theory
Kac–Moody groups G over ? have been conjectured to occur as symmetry groups of supergravity theories...
Kac–Moody groups G over ? have been conjectured to occur as symmetry groups of supergravity theories...
Many recent researches indicate that several gravitational D-dimensional theories suitably coupled t...
Supersymmetric theories of gravity can exhibit surprising hidden symmetries when considered on manif...
We consider Eisenstein series appearing as coefficients of curvature corrections in the low-energy e...
Résumé anglais: <p><p>This thesis consists of an introductory text followed by two separate parts wh...
We consider Eisenstein series appearing as coefficients of curvature corrections in the low-energy e...
Résumé anglais: This thesis consists of an introductory text followed by two separate parts which ma...
We consider Eisenstein series appearing as coefficients of curvature corrections in the low-energy e...
A lot of developments made during the last years show that Kac-Moody algebras play an important role...
A lot of developments made during the last years show that Kac-Moody algebras play an important role...
This thesis consists of an introductory text followed by two separate parts which may be read indepe...
Understanding nature on its very smallest ‘physical-length’ scale has always been a central goal of ...
The conjecture that M-theory has the rank eleven Kac-Moody symmetry e11 implies that Type IIA and Ty...
The maximal rank hyperbolic Kac-Moody algebra e10 has been conjectured to play a prominent role in t...
Kac–Moody groups G over ? have been conjectured to occur as symmetry groups of supergravity theories...
Kac–Moody groups G over ? have been conjectured to occur as symmetry groups of supergravity theories...
Many recent researches indicate that several gravitational D-dimensional theories suitably coupled t...
Supersymmetric theories of gravity can exhibit surprising hidden symmetries when considered on manif...
We consider Eisenstein series appearing as coefficients of curvature corrections in the low-energy e...
Résumé anglais: <p><p>This thesis consists of an introductory text followed by two separate parts wh...
We consider Eisenstein series appearing as coefficients of curvature corrections in the low-energy e...
Résumé anglais: This thesis consists of an introductory text followed by two separate parts which ma...
We consider Eisenstein series appearing as coefficients of curvature corrections in the low-energy e...
A lot of developments made during the last years show that Kac-Moody algebras play an important role...
A lot of developments made during the last years show that Kac-Moody algebras play an important role...
This thesis consists of an introductory text followed by two separate parts which may be read indepe...
Understanding nature on its very smallest ‘physical-length’ scale has always been a central goal of ...
The conjecture that M-theory has the rank eleven Kac-Moody symmetry e11 implies that Type IIA and Ty...
The maximal rank hyperbolic Kac-Moody algebra e10 has been conjectured to play a prominent role in t...
Kac–Moody groups G over ? have been conjectured to occur as symmetry groups of supergravity theories...
Kac–Moody groups G over ? have been conjectured to occur as symmetry groups of supergravity theories...
Many recent researches indicate that several gravitational D-dimensional theories suitably coupled t...