@InProceedings{2015_raimondi166,
	author = "Francesca Raimondi and Pierre Comon",
	title = "Tensor decomposition of polarized seismic waves",
	booktitle = "25° Colloque sur le traitement du signal et des images",
	year = "2015",
	publisher = "GRETSI - Groupe de Recherche en Traitement du Signal et des Images",
	number = "001-0318",
	pages = "p. 1273-1276",
	month = "Sep # 8--11",
	address = "Lyon",
	doi = "",
	pdf = "2015_raimondi166.pdf",
	abstract = "In antenna array processing, tensor decompositions allow to jointly estimate sources and their location. But these techniques can be used only if data are recorded as a function of at least three diversities, which are usually time, space and space translation. The approach presented therein is based on polarization diversity, a very attractive alternative when the antenna array does not enjoy space invariance. Then we derive Cramér-Rao bounds in this context, by resorting to differentiation conventions for real-complex mixed variables..pdf",
}