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We check Sakellaridis-Venkatesh conjectures giving a description of thediscrete spectrum of a spherical variety $\mathscr{X}=G/H$ in theLanglands-Arthur formalism when $G$ is a classical real group and $\mathscr{X}$is a symmetric space. Then, we compute explicitly the representations in therelevant Arthur paquets which appear in the discrete spectrum, and we establishsome multiplicity one results.

S\'eries discr\`etes des espaces sym\'etriques et paquets d'Arthur