Publications of group members during the projects.

• Y. Fang, A. Gomez, Modular interpretation of the Weil-Petersson metric asymptotics for abelian varieties, arXiv:2602.23140 (2026).
• de Borbon, C. Spotti,  SNC Kähler-Einstein metrics and RCD spaces,  arXiv:2601.1874 (2026).
• Y. Fang, Metrised ample line bundels in non-Archimedean Geometry II, arXiv:2511.21835. (2025).
• G. Barbaro, F. Pediconi, N. Tardini, Pluriclosed manifolds with parallel Bismut torsion, arXiv:2406.07039. (2024).
• A. Lahdihi, E. Legendre, C. Scarpa, The Einstein-Hilbert functional and the Donaldson-Futaki invariant, arxiv:2310.11625. (2023)
• L. Sektnan, R. Dervan, Extremal Kähler metrics on blow-ups , arXiv:2110.13579 (2021).

• C. Spotti,  On multiscale aspects of Kähler-Einstein metrics and algebraic geometry. Pre-print:  arXiv:2509.11646 (2025), accepted on EMS Surveys.
• F. Giusti, C. Spotti, Chern-Ricci flat balanced metrics on small resolutions of Calabi-Yau threefolds, IMRN, Issue 18, (2025).
• G. Barbaro, F. Pediconi, N. Tardini, The pluriclosed flow and the Vaisman condition, Math. Z., 310, no. 74, (2025)
• M. Albanese, G. Barbaro, M. Lejmi, Generalized almost-Kähler-Ricci solitons, Differential Geometry and its Applications, Vol 97, December (2024). .
• F. Giusti, C. Spotti, A Kümmer construction for Chern-Ricci flat balanced metrics, accepted on Math. Z.
• M. de Borbon, C. Spotti, Some models of bubbling for (log) Kähler-Einstein metrics, Special Edge Volume, Annali dell'Universitá di Ferrara.
• R. Dervan, J. McCharty, L. Sektnan, Z-critical connections and Bridgeland stability conditions, arXiv:2012.10426, to appear in Cambridge Journal of Mathematics.
• S. Tambasco, On the volume of some Fano K-moduli spaces, European Journal of Mathematics, Volume 10, article number 28, (2024)
• L. Sektnan, C. Tipler, Hermitian Yang-Mills connections on pullback bundles, Calculus of Variations and Partial Differential Equations 63, 13 (2024).
• D. Angella, S. Calamai. F. Pediconi, C. Spotti,  A moment map for twisted-Hamiltonian vector fields on locally conformally Kähler manifolds, Pre-print: arXiv:2207.06863, to appear in Transf. Groups.
• M. Sektnan, C. Spotti, Extremal metrics on the total space of destabilizing test configurations, Pre-print arXiv:2110.07496, to appear on Matematische Annalen.
• M. de Borbon, C. Spotti, Calabi-Yau metrics with conical singularities along hyperplane arrangements, Journal of Differential Geometry Vol. 123, Issue 2, (2023) , pgs 195-239.
• F. Giusti, F. Podestà, Real semisimple Lie groups and balanced metrics, Rev. Mat. Iberoam. Rev. Mat. Iberoam. 39 (2023), no. 2, pp. 711–729,
• J. Martinez-Garcia, C. Spotti, Some observations on the dimension of Fano K-moduli, Springer Proceedings in Mathematics & Statistic, Vol 409 (2023).
• S. Tambasco,  On the continuity of Weil-Petersson volumes of the moduli space of weighted points on the projective line, Complex Manifolds, (2022).
• P. Gallardo, J. Martinez-Garcia, C. Spotti, Applications of the moduli continuity method to log K-stable pairs.  J. Lond. Math. Soc. (2) 103 (2021), no. 2, 729–759.
• M. de Borbon, C. Spotti, ALE Calabi-Yau metrics with conical singularities along a compact divisor, IMRN, Issue 2,  (2021), Pages 1198–1223.
• R. Dervan, L. Sektnan, Moduli theory, stability of fibrations and optimal symplectic connections,  Geometry & Topology 25(5),  pp. 2643–2697, (2021).
• R. Dervan, L. Sektnan, Uniqueness of optimal symplectic connections, Forum of Mathematics, Sigma.  Volume 9  (2021).
• D. Angella, S. Calamai, C. Spotti, Remarks on Chern-Einstein Hermitian metrics, Math. Z. 295 (2020), no. 3-4, 1707–1722.
• M.  de Borbon, C. Spotti, Local models for conical Kähler-Einstein metrics. Proc. Amer. Math. Soc. 147 (2019), no. 3, 1217–1230. 

• C. Spotti,  Geometric aspects Kähler-Einstein metrics on klt pairs: remarks on optimal Bogomolov-Miyaoka-Yau inequality, ZAG (Zoom Algebraic Geometry) Handbook of Modern Algebraic Geometry (2025).

• C. Spotti, Towards canonical locally conformally Kähler metrics, Oberwolfach report, Differentialgeometrie im Grossen 2023.

• C. Spotti, On geometric properties of log Kähler-Einstein metrics, Oberwolfach report, Differentialgeometrie im Grossen 2019.

• F. Giusti, Some construction for canonical non-Kähler metrics, AU
• Lukas Engberg, On some algebraic aspects of special Kähler metrics, Aarhus University,  https://data.math.au.dk/publications/phd/2022/math-phd-2022-lbe.pdf (advisors: C. Spotti, L. Sektnan).

- Yuxiang Zhou (Master project on K-stability, 2026).

- Albert Haldborg (Bachelor project on Gromov-Hausdorff distance, 2026).

- Petros Kitsios (Master project on Hyperkähler metrics on moduli space of Higgs bundeks, 2025).

- Viktor Haldborg (Bachelor project on Willmore conjecture, 2025), 

- Joshua Linke (Master project on Hyperkähler manifolds, 2022)

- Lukas Lunge (Bachelor project on Ricci flow, 2020)