-
BMS-like algebras: canonical realisation and BRST quantisation
[with Carles Batlle, Joaquim Gomis and Girish Vishwa]
-
The BRST quantisation of chiral BMS-like field theories
[with Girish Vishwa]
-
Galilei particles revisited
[with Simon Pekar, Alfredo Pérez and Stefan Prohazka]
-
p-brane Galilean and Carrollian Geometries and Gravities
[with Eric Bergshoeff, Kevin van Helden, Jan Rosseel, Iisakki Rotko and Tonnis ter Veldhuis]
-
Quantum Carroll/fracton particles
[with Alfredo Pérez and Stefan Prohazka]
-
Carroll/fracton particles and their correspondence
[with Alfredo Pérez and Stefan Prohazka]
-
Lie algebraic Carroll/Galilei duality
-
From pp-waves to galilean spacetimes
[with Ross Grassie and Stefan Prohazka]
-
Particle dynamics on torsional galilean spacetimes
[with Can Görmez and Dieter Van den Bleeken]
-
Kaluza–Klein reductions of maximally supersymmetric five-dimensional lorentzian spacetimes
[with Guido Franchetti]
-
The gauging procedure and carrollian gravity
[with Emil Have, Stefan Prohazka and Jakob Salzer]
-
A non-lorentzian primer
[with Eric Bergshoeff and Joaquim Gomis]
-
Lifshitz symmetry: Lie algebras, spacetimes and particles
[with Ross Grassie and Stefan Prohazka]
-
Non-lorentzian spacetimes
-
Symplectic actions and central extensions
[with Andrew Beckett]
-
Carrollian and celestial spaces at infinity
[with Emil Have, Spefan Prohazka and Jakob Salzer]
-
Killing superalgebras for lorentzian five-manifolds
[with Andrew Beckett]
-
On the intrinsic torsion of spacetime structures
-
Kinematical superspaces
[with Ross Grassie]
-
Geometry and BMS Lie algebras of spatially isotropic homogeneous spacetimes
[with Ross Grassie and Stefan Prohazka]
-
Conformal Lie algebras via deformation theory
-
Spatially isotropic homogeneous spacetimes
[with Stefan Prohazka]
-
Killing superalgebras for lorentzian six-manifolds
[with Paul de Medeiros and Andrea Santi]
-
Kinematical Lie algebras in 2+1 dimensions
[with Tomasz Andrzejewski]
-
Higher-dimensional kinematical Lie algebras via deformation theory
-
Kinematical Lie algebras via deformation theory
-
Classification of kinematical Lie algebras
-
On the algebraic structure of Killing superalgebras
[with Andrea Santi]
-
Killing superalgebras for lorentzian four-manifolds
[with Paul de Medeiros and Andrea Santi]
-
Supersymmetric Yang-Mills theory on
conformal supergravity backgrounds in ten dimensions
[with Paul de Medeiros]
-
Eleven-dimensional supergravity from
filtered subdeformations of the Poincaré superalgebra
[with Andrea Santi]
-
Spencer cohomology and eleven-dimensional
supergravity
[with Andrea Santi]
-
Homogeneous M2 duals
[with Mara Ungureanu]
-
Sasakian manifolds and M-theory
[with Andrea Santi]
-
The homogeneity theorem for supergravity
backgrounds II: the six-dimensional theories
[with Noel Hustler]
-
Supersymmetry of hyperbolic monopoles
[with Moustafa Gharamti]
-
Symmetric backgrounds of type IIB supergravity
[with Noel Hustler]
-
The homogeneity theorem for supergravity backgrounds
[with Noel Hustler]
-
Symmetric M-theory backgrounds
-
Half-BPS M2-brane orbifolds
[with Paul de Medeiros]
-
Half-BPS quotients in M-theory: ADE with a twist
[with Paul de Medeiros, Sunil Gadhia and Elena Méndez-Escobar]
-
M2-branes, Einstein manifolds and triple systems
-
Superpotentials for superconformal Chern-Simons theories from representation theory
[with Paul de Medeiros and Elena Méndez-Escobar]
-
Simplicity in the Faulkner construction
-
Deformations of 3-algebras
-
Metric 3-Lie algebras for unitary Bagger-Lambert theories
[with Paul de Medeiros, Elena Méndez-Escobar and Patricia Ritter]
-
Three lectures on 3-algebras
-
The homogeneity conjecture for supergravity backgrounds
-
On the maximal superalgebras of supersymmetric backgrounds
[with Emily Hackett-Jones, George Moutsopoulos and Joan Simón]
-
On the Lie-algebraic origins of metric 3-algebras
[with Paul de Medeiros, Elena Méndez-Escobar and Patricia Ritter]
-
Metric Lie n-algebras and double
extensions
-
Metric Lie 3-algebras in Bagger-Lambert theory
[with Paul de Medeiros and Elena Méndez-Escobar]
-
Lorentzian Lie n-algebras
-
Lorentzian Lie 3-algebras and their
Bagger-Lambert moduli space
[with Paul de Medeiros and Elena Méndez-Escobar]
-
Killing superalgebra deformations of
ten-dimensional supergravity backgrounds
[with Bert Vercnocke]
-
A geometric construction of the
exceptional Lie algebras F4 and E8
-
Deformations of M-theory Killing superalgebras
-
The return of the four- and five-dimensional preons
[with Jan Gutowski and Wafic Sabra]
-
The Killing superalgebra of ten-dimensional supergravity backgrounds
[with Emily Hackett-Jones and George Moutsopoulos]
-
Lorentzian symmetric spaces in supergravity
-
M-theory preons cannot arise by quotients
[with Sunil Gadhia]
-
Supersymmetry and spin structures
[with Sunil Gadhia]
-
Gauging the Wess-Zumino term of a sigma
model with boundary
[with Noureddine Mohammedi]
-
Homogeneity and plane-wave limits
[with Patrick Meessen and Simon Philip]
-
Supersymmetry and homogeneity in M-theory
backgrounds
[with Patrick Meessen and Simon Philip]
-
Quotients of AdSp+1 x
Sq: causally well-behaved spaces and black
holes
[with Owen Madden, Simon Ross and Joan Simón]
-
Supersymmetric Kaluza-Klein reductions of
AdS backgrounds
[with Joan Simón]
-
Parallelisable heterotic backgrounds
[with Teruhiko Kawano and Satoshi Yamaguchi]
-
Supergravity vacua and lorentzian Lie groups
[with Ali Chamseddine and Wafic Sabra]
-
On parallelisable NS-NS backgrounds
-
Penrose limits of Lie branes and a
Nappi-Witten braneworld
[with Sonia Stanciu]
-
Plücker-type relations for orthogonal planes
[with George Papadopoulos]
-
Maximally supersymmetric solutions to ten-
and eleven-dimensional supergravities
[with George Papadopoulos]
-
Supersymmetric Kaluza-Klein reductions of
M-waves and MKK-monopoles
[with Joan Simón]
-
Supersymmetric Kaluza-Klein reductions of M2- and M5-branes
[with Joan Simón]
-
Penrose limits, supergravity and brane dynamics
[with Matthias Blau and George Papadopoulos]
-
Penrose limits and maximal supersymmetry
[with Matthias Blau, Chris Hull and
George Papadopoulos]
-
Appendix
in An illustrated guide to D-branes in
SU3
[with Sonia Stanciu]
-
Conformal topological Yang-Mills theory
and de Sitter holography
[with Paul de Medeiros, Chris Hull
and Bill Spence]
-
A new maximally supersymmetric background
of IIB superstring theory
[with Matthias Blau, Chris Hull and George Papadopoulos]
-
Generalised supersymmetric fluxbranes
[with Joan Simón]
-
Maximal supersymmetry in ten and eleven
dimensions
-
Homogeneous fluxes, branes and a
maximally supersymmetric solution of M-theory
[with George Papadopoulos]
-
D-brane charge, flux quantisation and
relative (co)homology
[with Sonia Stanciu]
-
D-Branes in AdS3 x S3 x
S3 x S1
[with Sonia Stanciu]
-
More Ricci-flat branes
-
More D-branes in the Nappi-Witten background
[with Sonia Stanciu]