We construct a compact convex generating set Cn of the moduli set of closed connected projective special real manifolds of fixed dimension n. We show that a closed connected projective special real manifold corresponds to an inner point of Cn if and only if it has regular boundary behaviour. Our results can be used to describe deformations of 5d supergravity theories with complete scalar geometries.
We classify all complete projective special real manifolds with reducible cubic potential, obtaining four series. For two of the series the manifolds are homogeneous, for the two others the respective automorphism group acts with co-homogeneity one. Complete projective special real manifolds give rise to complete quaternionic Kähler manifolds via the supergravity q-map, which is the composition of the supergravity c-map and r-map. We develop curvature formulas for manifolds in the image of the q-map. Applying the q-map to one of the above series of projective special real manifolds, we obtain a series of complete quaternionic Kähler manifolds, which are shown to be inhomogeneous (of co-homogeneity one) based on our curvature formulas.
In this paper, we introduce the new electronic dictionary project EuDeLex, which is currently being worked on at UPV-EHU University of the Basque Country. 1 The introduction addresses the need for and functions of a new electronic dictionary for that language pair, as well as general considerations about bilingual lexicography and German as foreign language (GFL). The language pair German-Basque, which can be called less-resourced or medium-density, does not have any lexicographical antecedents that could be updated or adapted. Nevertheless, existing monolingual lexicographical databases and a newly created German-Basque parallel corpus support the editing process of the new dictionary. We explain our workflow in macrostructure and microstructure design and editing, and propose a first iteration of the online user interface and publishing process.
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