Summary: 1
Srni 26th Winter School Geometry and Physics
* * * * * *
Special geometries and superstring theory
III: Weitzenb¨ock formulas for special geometries
Ilka Agricola & Thomas Friedrich (Humboldt University Berlin)
Contains results of joint work with:
Simon Chiossi, Stefan Ivanov, Anna Fino, Eui Chul Kim, Niels Schoemann
VolkswagenStiftung
2
Summary
A. Strominger, 1986: (Mn
, g) Riemannian Spin mfd (set dilaton=const)
with a 3-form T 3
(Rn
) (field strength) and a spinor field
(supersymmetry) such that
· Bosonic eq.: Ric
= 0, T = 0
· Fermionic eq.: = 0, T · = 0

Source: Agricola, Ilka - Institut für Mathematik, Humboldt-Universität zu Berlin

Collections: Mathematics