Odd transgression for Courant algebroids
Paul Bressler, Camilo Rengifo

TL;DR
This paper applies the odd transgression technique to develop and analyze the inverse image functor within the framework of Courant algebroids, advancing the mathematical understanding of these structures.
Contribution
It introduces a novel application of odd transgression to construct the inverse image functor for Courant algebroids, expanding the theoretical toolkit.
Findings
Successful construction of the inverse image functor
Enhanced understanding of Courant algebroid structures
Potential applications in related geometric theories
Abstract
The "odd transgression" introduced by the authors in an earlier article is applied to construct and study the inverse image functor in the theory of Courant algebroids.
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