Quantum Droplet in Lower Dimensions by Ayan Khan, Argha Debnath

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Vortices in dipolar Bose–Einstein condensates by Bland, Thomas, Lamporesi, Giacomo, Mark, Manfred J., Ferlaino, Francesca

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Classical and Quantum Gases on a Semiregular Mesh by Davide De Gregorio, Santi Prestipino

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Disordered structures in ultracold spin-imbalanced Fermi gas by Buğra Tüzemen, Tomasz Zawiślak, Gabriel Wlazłowski, Piotr Magierski

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On the Phase Diagrams of 4He Adsorbed on Graphene and Graphite from Quantum Simulation Methods by Thomas L. Badman, Jeffrey M. McMahon

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Ground state properties of soft core bosons on a two-dimensional honeycomb lattice by Abdul Malek Razali

“…We pay particular attention to the supersolid phase. At maximum occupancy of 2 bosons per site, we observe a ρ = 1/2 solid which undergoes a continuous phase transition to a superfluid. …”
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Control of ^{164}Dy Bose-Einstein condensate phases and dynamics with dipolar anisotropy by S. Halder, K. Mukherjee, S. I. Mistakidis, S. Das, P. G. Kevrekidis, P. K. Panigrahi, S. Majumder, H. R. Sadeghpour

“…The crossover from the superfluid to the supersolid phase and to single and droplet arrays is probed with particle number and dipolar interaction. …”
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Quantum phases of Bose–Bose mixtures in an optical lattice with artificial magnetic flux by Xiao-ru Zhang, Shi-Jie Yang

“…These include the emergence of the jagged density-wave supersolid(SS) phase, the latticed-like density-wave SS phase, and counterflow superfluid (CFSF) phase. …”
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The Effect of Disorder on the Phase Diagrams of Hard-Core Lattice Bosons With Cavity-Mediated Long-Range and Nearest-Neighbor Interactions by Chao Zhang, Heiko Rieger

“…Our study shows the system is in a supersolid phase at weak disorder and a disordered solid phase at stronger disorder. …”
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Quantum phases of dipolar soft-core bosons by Grimmer, D., Capogrosso-Sansone, B., Safavi-Naini, Arghavan, Soyler, S. G.

“…Besides a superfluid phase, we find various solid and supersolid phases. We show that, unlike what was found previously for the case of nearest-neighbor interaction, supersolid phases are stabilized by doping the solids not only with particles but with holes as well. …”
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Magnetic phases in the S=1 Shastry-Sutherland model with uniaxial anisotropy by Su, Lei, Wierschem, Keola, Sengupta, Pinaki

“…The full momentum dependence of the longitudinal and transverse components of the static structure factor is calculated in the spin supersolid phase to demonstrate the simultaneous existence of diagonal and off-diagonal long-range order as well as the different longitudinal orderings.…”
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Bose-Fermi-Hubbard model on a lattice with two nonequivalent sublattices by T.S. Mysakovych

“…It is shown that in the case of anisotropic hopping, the region of the supersolid phase existence is possible for a smaller parameter space.…”
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Fracton-elasticity duality of two-dimensional superfluid vortex crystals: defect interactions and quantum melting by Dung Xuan Nguyen, Andrey Gromov, Sergej Moroz

“…We propose that the quantum melting of the vortex crystal towards the hexatic or smectic phase may occur via a pair of continuous transitions separated by an intermediate vortex supersolid phase.…”
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Heating a dipolar quantum fluid into a solid by J. Sánchez-Baena, C. Politi, F. Maucher, F. Ferlaino, T. Pohl

“…Usually, increasing the temperature of a system leads to disorder but supersolids can show the opposite trend. Here, the authors discuss the observation of a supersolid phase in a dilute gas of dysprosium atoms by increasing their temperature.…”
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Phenomenological XXZ model for the competition between superconductivity and charge order in cuprates by Giulia Venditti, Ilaria Maccari, Jose Lorenzana, Sergio Caprara

“…While in the clean case charge order and superconductivity are separated by a first-order line which is nearly independent of temperature, in the presence of quenched disorder charge order is fragmented into domains separated by superconducting filaments reminiscent of the supersolid behaviour in $^4$He. Assuming weak interlayer couplings, the resulting phase diagram of the three-dimensional system is in good agreement with the experiments.…”
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Ultracold Bosons on a Regular Spherical Mesh by Santi Prestipino

“…Using the mean-field decoupling approximation, it is shown that the system may exist in various ground states, which can be regarded as analogs of gas, solid, supersolid, and superfluid. For one mesh, by comparing the theoretical results with the outcome of numerical diagonalization, I manage to uncover the signatures of diagonal and off-diagonal spatial orders in a finite quantum system.…”
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Muonium hydride: The lowest density crystal by Youssef Kora, Massimo Boninsegni, Dam Thanh Son, Shiwei Zhang

“…Despite the low density and particle mass, the melting temperature is surprisingly high (close to 9 K). No (metastable) supersolid phase is observed. We investigated the physical properties of nanoscale clusters (up to 200 particles) of muonium hydride and found the superfluid response to be greatly enhanced compared to that of parahydrogen clusters. …”
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Quantum phases of dipolar bosons in bilayer geometry by A Safavi-Naini, Ş G Söyler, G Pupillo, H R Sadeghpour, B Capogrosso-Sansone

“…Using exact theoretical techniques, we discuss the many-body effects resulting from the pairing of particles across layers at finite density, including a novel pair supersolid, superfluid and solid phases. These results are of direct relevance to experiments with polar molecules and atoms with large magnetic dipole moments trapped in optical lattices.…”
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Quantum phases of dipolar bosons in bilayer geometry by Safavi-Naini, Arghavan, Soyler, S. G., Pupillo, G., Sadeghpour, H. R., Capogrosso-Sansone, B.

“…Using exact theoretical techniques, we discuss the many-body effects resulting from the pairing of particles across layers at finite density, including a novel pair supersolid, superfluid and solid phases. These results are of direct relevance to experiments with polar molecules and atoms with large magnetic dipole moments trapped in optical lattices.…”
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Characterizing the phase diagram of finite-size dipolar Bose-Hubbard systems by Rosson, P, Kiffner, M, Mur-Petit, J, Jaksch, D

“…By analyzing the nonlocal correlations, we find that the appearance of supersolid order is very sensitive to boundary effects, which may render it difficult to observe in quantum gas lattice experiments with a few tens of particles. …”