Strontium titanate is seeing increasing interest in fields ranging from thin-film growth to water-splitting catalysis and electronic devices. Although the surface structure and chemistry are of vital importance to many of these applications, theories about the driving forces vary widely 1,2 . We report here a solution to the 3 × 1 SrTiO 3 (110) surface structure obtained through transmission electron diffraction and direct methods, and confirmed through density functional theory calculations and scanning tunnelling microscopy images and simulations, consisting of rings of six or eight cornersharing TiO 4 tetrahedra. Further, by changing the number of tetrahedra per ring, a homologous series of n × 1 (n ≥ 2) surface reconstructions is formed. Calculations show that the lower members of the series (n ≤ 6) are thermodynamically stable and the structures agree with scanning tunnelling microscopy images. Although the surface energy of a crystal is usually thought to determine the structure and stoichiometry, we demonstrate that the opposite can occur. The n × 1 reconstructions are sufficiently close in energy for the stoichiometry in the near-surface region to determine which reconstruction is formed. Our results indicate that the rules of inorganic coordination chemistry apply to oxide surfaces, with concepts such as homologous series and intergrowths as valid at the surface as they are in the bulk.The structure of SrTiO 3 is a cubic close-packed lattice of strontium and oxygen with strontium at the corners and oxygen at the face centres, and titanium at the body centres occupying those octahedral holes that are surrounded only by oxygen. Along the (110) direction SrTiO 3 is polar, composed of alternating layers of SrTiO 4+ and O 2 4− , that is, alternating layers with uncompensated nominal valence charges of 4+/4−. In a fully ionic model, this leads to an unbalanced macroscopic dipole and infinite surface energy. Therefore, we expect a (110) surface to have a nominal excess surface valence of either 2+ or 2− per surface unit cell, as otherwise energetically unfavourable holes in the valence band or electrons in the conduction band would be formed. There has been extensive discussion of the mechanisms of this 'charge compensation' for polar oxide surfaces in the literature (see for instance refs 3-5 and references therein). Various theories, such as a reduction of Coulomb forces 2 or a minimization of 'dangling bonds' 1 , have been described as the driving force behind surface structure formation. An alternative model for oxide surfaces, first proposed for the SrTiO 3 (001) 2 × 1 surface 6 , is that the rules of inorganic coordination chemistry dominate, although, as the (001) surface is not polar, we might question the generality of this model.