Research Interests

My research is mainly in Differential Geometry, often inspired by problems arising in Theoretical Physics. Typically, it centers around the study of manifolds endowed with some additional structure (Riemannian, complex,...) defined through the action of a Lie group. A list of topics would include

Recently, I have also become interested in the Geometric Theory of Partial Differential Equations, and the Method of Equivalence.

All

Recent Publications (from MathSciNet)

  • MR498417 Macia, Oscar; Nagatomo, Yasuyuki; Holomorphic isometric embeddings of the complex two-plane Grassmannian into quadrics. Ann. Mat. Pura Appl. (4) 201 (2022), no. 6, 2965--2978.
    32Q40 (32H02 53C07)
    PDF Article
  • MR4054644 Macia, Oscar; Swann, Andrew; The c-map on groups. Classical Quantum Gravity 37 (2020), no. 1, 015015, 17 pp.
    PDF Article
  • MR3803337 Macia, Oscar; Nagatomo, Yasuyuki; Moduli of Einstein-Hermitian harmonic mappings of the projective line into quadrics. Ann. Global Anal. Geom. 53 (2018), no. 4, 503-520.
    PDF Article
All ArXiv MathSciNet ResearchGate Scopus Spires

University links

UNITO ST ST ICMAT UM KCL M AU KYUDAI SYDDANSK UV POLITO KUL CERN IC UV

Journals

EXM

Whereabouts
Simon Chiossi's Geometry Inventory