Spin-orbit coupling gives rise to a range of spin-charge interconversion phenomena in non-magnetic systems where spatial symmetries are reduced or absent. Chirality-induced spin selectivity (CISS), a term that generically refers to a spin-dependent electron transfer in non-magnetic chiral systems, is one such case, appearing in a variety of seemingly unrelated situations ranging from inorganic materials to molecular devices. In particular, the origin of CISS in molecular junctions is a matter of an intense current debate. Here we contend that the necessary conditions for the CISS effect to appear can be generally and fully understood on the basis of a complete symmetry analysis of the molecular junction, and not only of the molecule. Our approach, which draws on the use of point-group symmetries within the scattering formalism for transport, shows that electrode symmetries are as important as those of the molecule when it comes to the emergence of a spin-polarization and, therefore, a possible appearance of CISS. It turns out that standalone metallic nanocontacts can exhibit spin-polarization when relative rotations are introduced which reduce the symmetry. As a corollary, molecular junctions with achiral molecules can also exhibit spin polarization along the direction of transport, provided that the whole junction is chiral. This formalism also allows to predict the qualitative changes on the spin-polarization upon substitution of a chiral molecule in the junction with its enantiomeric partner. Quantum transport calculations based on density functional theory corroborate all of our predictions and provide further quantitative insight.Taking advantage of the spin degree of freedom in non-magnetic materials relies on our ability to leverage the combination of strong spin-orbit coupling (SOC) and structural asymmetries. Prototypical examples where this combination occurs include free surfaces of heavy metals 1, 2 and topological insulators 3 , two-dimensional (2D) electron gases 4 , semiconductor thin films 5 , or 2D crystals with intentionally broken mirror symmetry [6][7][8][9] . More recently, chiral bulk systems such as Te crystals, where inversion and mirror symmetries are absent, are also being explored 10 . In all these systems spin-related phenomena such as the spin Hall 11-13 or Edelstein 14 effects (both inverse and direct) can appear and serve as a basis for exploiting the full potential of spin for spintronics applications. On the theoretical side, from basic 2D electron gas models [15][16][17] to more sophisticated models based on first-principles 7, 18, 19 , many of the experimental observations can be successfully accounted for.Molecular junctions with chiral molecules are also a playground for spin-charge interconversion phenomena, exhibiting the so-called chirality-induced spin selectivity (CISS) effect. This phenomenon, which is essentially analogous to the Edelstein effect in crystals, has been the subject of a large number of experimental [20][21][22][23][24][25][26][27][28][29][30][31] and th...