On 2D N = (4,4) superspace supergravity
Gabriele Tartaglino‐Mazzucchelli
Abstract
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Gabriele Tartaglino‐Mazzucchelli
Abstract
Open-access reader
We review some recent results obtained in studying superspa.ee formulations of 2D N = (4,4) matter-coupled supergravity. For a superspace geometry described by the minimal supergravity multiplet, we first describe how to reduce to components the chiral integral by using “ectoplasm” superform techniques as in arXiv:0907.5264 and then we review the bi-projective superspace formalism introduced in arXiv:0911.2546. After that, we elaborate on the curved bi-projective formalism providing a new result: the solution of the covariant type-I twisted multiplet constraints in terms of a weight-(−1, −1) bi-projective superfield.
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We review some recent results obtained in studying superspa.ee formulations of 2D N = (4,4) matter-coupled supergravity. For a superspace geometry described by the minimal supergravity multiplet, we first describe how to reduce to components the chiral integral by using “ectoplasm” superform techniques as in arXiv:0907.5264 and then we review the bi-projective superspace formalism introduced in arXiv:0911.2546. After that, we elaborate on the curved bi-projective formalism providing a new result: the solution of the covariant type-I twisted multiplet constraints in terms of a weight-(−1, −1) bi-projective superfield.
Key concepts: Physics, Superspace, Supergravity, Mathematical physics, Theoretical physics, F-term, Particle physics, Supersymmetry