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A brief note on how Einstein's general relativity has influenced the development of modern differential geometry

Mathematics – Differential Geometry
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A brief note on the spectrum of the basic Dirac operator

Mathematics – Differential Geometry
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A Brunn-Minkowski type inequality for Fano manifolds and the Bando-Mabuchi uniqueness theorem

Mathematics – Differential Geometry
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A Burns-Epstein invariant for ACHE 4-manifolds

Mathematics – Differential Geometry
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A canonical compatible metric for geometric structures on nilmanifolds

Mathematics – Differential Geometry
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A Canonical Frame for Nonholonomic Rank Two Distributions of Maximal Class

Mathematics – Differential Geometry
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A Canonical Laplacian on the Algebra of Densities on a Projectively Connected Manifold

Mathematics – Differential Geometry
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A Canonical Quadratic Form on the Determinant Line of a Flat Vector Bundle

Mathematics – Differential Geometry
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A canonical way to deform a Lagrangian submanifold

Mathematics – Differential Geometry
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A Cartan type identity for isoparametric hypersurfaces in symmetric spaces

Mathematics – Differential Geometry
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A caveat on the convergence of the Ricci flow for pinched negatively curved manifolds

Mathematics – Differential Geometry
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A Characterisation of Manhart's Relative Normal Vector Fields

Mathematics – Differential Geometry
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A characterisation of the Calabi product of hyperbolic affine spheres

Mathematics – Differential Geometry
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A characterisation of the Hoffman-Wohlgemuth surfaces in terms of their symmetries

Mathematics – Differential Geometry
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A characterization of Cayley Hypersurface and Eastwood and Ezhov conjecture

Mathematics – Differential Geometry
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A characterization of constant mean curvature surfaces in homogeneous 3-manifolds

Mathematics – Differential Geometry
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A characterization of Dirac morphisms

Mathematics – Differential Geometry
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A characterization of Einstein manifolds

Mathematics – Differential Geometry
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A characterization of Koiso's typed solitons

Mathematics – Differential Geometry
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A Characterization of Minimal Surfaces in $S^5$ with Parallel Normal Vector Field

Mathematics – Differential Geometry
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