@article{10902/24777,
year = {2022},
url = {http://hdl.handle.net/10902/24777},
abstract = {Abstract: In this paper, we study different geometric structures that can be defined as section endomorphisms of the generalized tangent bundle TM := TM ⊕ T ∗M → M . This vector bundle admits some structures that arise canonically and other that can be induced from geometric structures defined on the manifold. We comment some well-known examples and present new structures, focusing on the polynomial structures that can be induced in the generalized tangent bundle.},
publisher = {TUBITAK},
publisher = {Turkish journal of mathematics. (2022) 46: 1492 ? 1507},
title = {Induced polynomial structures on generalized geometry},
author = {Etayo Gordejuela, Fernando and Gómez Nicolás, Pablo and Santamaría, Rafael},
}