We present systematic calculations of the properties of 11 − isomers in neutron-deficient [184][185][186][187][188][189][190][191][192][193][194][195][196][197][198] Po. These states are based on the π(h 9/2 i 13/2 ) K π =11 − configuration. They are calculated in the framework of the Hartree-Fock-Bogoliubov method with a Skyrme interaction and densitydependent pairing force. The energies and deformations of the 11 − states are compared to those of the intruder 0 + states in both Pb and Po isotopes. In the most neutron-deficient Po isotopes, the calculations predict, below a weakly oblate 11 − state, another oblate 11 − state which is even more deformed than the intruder oblate 11 − state in their Pb isotones. The energies and quadrupole moments of the 11 − isomers, corresponding to a weakly oblate nuclear shape, are in fair agreement with the available experimental data.The neutron-deficient nuclei around the Z = 82 shell closure constitute one of the most famous examples of shape coexistence [1,2]. In Pb isotopes, oblate, prolate and superdeformed configurations coexisting with a spherical ground state were predicted theoretically (see [3] and references therein) and identified experimentally [2, 4] more than ten years ago. By now, low-lying 0 + states, which are a characteristic feature of shape coexistence, are known from 202 Pb down to 184 Pb [5,6,7,8]. The interpretation of these low-lying 0 + states relies on proton excitations across the Z = 82 spherical shell gap. In a shell model picture [9,10], the energy of these multi-particle-multi-hole (mp-mh) configurations is lowered by the quadrupole-quadrupole and pairing interactions. In mean-field models [11,12], these structures are described by a state with an oblate (prolate) quadrupole deformation, whose low energy is due to the occupation of deformed intruder orbits, such as the down-sloping πh 9/2 -orbital for an oblate state.High-spin isomers constructed on these 0 + states are of particular interest since the measurement of their static electromagnetic moments provides direct information on both their single-particle structure and their deformation. Several isomeric states are known in Pb isotopes. In particular, 11 − levels have been observed from 188 Pb to 198 Pb (see, e.g. Ref.[13]). They are not known in heavier Pb, most probably because they are not yrast. These states are interpreted as a two-quasiparticle (2qp) excitation based on the π(h 9/2 i 13/2 ) K π =11 − single-particle configuration as confirmed in 196 Pb by the measurement of its g-factor [14]. Experimental information on deformation is extracted from the collective bands based on the excited 0 + [5, 7, 14, 15] and 11 − states [16,17]. Recent data on static quadrupole moments for 11 − states in 194,196 Pb [18,19] support the mean-field interpretation of these states as weakly deformed oblate configurations.The experimental excitation energies of the 11 − states and of the 0 + 2 states in Pb isotopes are shown in the left part of Fig. 1. Both exhibit a similar behavior. The steady decre...