Results 51 to 60 of about 534 (81)
Automorphic Forms on the Expanded Symmetric Domain of Type IV
Hiroki Aoki
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On nearly absolutely isolated hypersurface singularities of dimension 2
J. Yang
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Algebraic Geometry: Moduli Spaces, Birational Geometry and Derived Aspects
Oberwolfach Reports, 2023The workshop covered recent developments in algebraic geometry in a broad sense with a special emphasis on various moduli spaces. Problems related to mirror symmetry phenomena were discussed in a number of talks as well as singularity theory in the ...
Christopher D. Hacon +3 more
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Differential forms on log canonical spaces in positive characteristic
Abstract Given a logarithmic 1‐form on the snc locus of a log canonical surface pair (X,D) over a perfect field of characteristic p≥7, we show that it extends with at worst logarithmic poles to any resolution of singularities. We also prove the analogous statement for regular differential forms, under an additional tameness hypothesis.
Patrick Graf
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ALGEBRAIC SURFACES WITH MINIMAL BETTI NUMBERS
International Congress of Mathematicans, 2019These are algebraic surfaces with the Betti numbers of the complex projective plane, and are called Q-homology projective planes. Fake projective planes and the complex projective plane are smooth examples.
J. Keum
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ON COHEN-MACAULAY MODULES ON SURFACE SINGULARITIES
, 2002Dedicated to V. I. Arnold Abstract. We study Cohen-Macaulay modules over normal surface singularities. Using the method of Kahn and extending it to families of modules, we classify Cohen-Macaulay modules over cusp singularities and prove that a minimally
Y. Drozd, G. Greuel, Irina Kashuba
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Maximal ideal cycles over normal surface singularities of Brieskorn type
, 2012For normal two dimensional hypersurface singularities of Brieskorn type, concrete descriptions are given to both the fundamental cycle and the maximal ideal cycle on a star-shaped good resolution space.
K. Konno, D. Nagashima
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Higher Arf Functions and Moduli Space of Higher Spin Surfaces
Journal of Lie theory, 2009We describe all connected components of the space of pairs (P, s), where P is a hyperbolic Riemann surface with finitely generated fundamental group and s is an m -spin structure on P .
S. Natanzon, A. Pratoussevitch
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Differential forms in algebraic geometry – A new perspective in the singular case
, 2016Annette Huber-Klawitter
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Generalisation of the Bogomolov–Miyaoka–Yau Inequality to Singular Surfaces
, 1999G. Megyesi
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