Malte Heuer

activity

20182023

most citedMultiple vector bundles: cores, splittings and decompositions

7 citations · 7 across the 3 of their papers we have counts for

collaborators

3 papers

math.DG2023

A geometrisation of $N$ -manifolds

Malte Heuer, Madeleine Jotz

This paper proposes a geometrisation of $N$ -manifolds of degree $n$ as $n$ -fold vector bundles equipped with a (signed) $S_{n}$ -symmetry. More precisely, it proves an equival…

math.DG2020

Linear generalised complex structures

Malte Heuer, Madeleine Jotz Lean

This paper studies linear generalised complex structures over vector bundles, as a generalised geometry version of holomorphic vector bundles. In an adapted linear splitting, a lin…

math.DG2018★ 7 cited

Multiple vector bundles: cores, splittings and decompositions

Malte Heuer, Madeleine Jotz Lean

This paper introduces $\infty$ - and $n$ -fold vector bundles as special functors from the $\infty$ - and $n$ -cube categories to the category of smooth manifolds. We study the cores a…

A geometrisation of N-manifolds

Linear generalised complex structures

Multiple vector bundles: cores, splittings and decompositions

A geometrisation of $N$ -manifolds