Dr Cristina Manolache
School of Mathematical and Physical Sciences
Head of Pure Mathematics Research Cluster
Senior Lecturer in Algebraic Geometry
c.manolache@sheffield.ac.uk
J23, Hicks Building
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Dr Cristina Manolache
School of Mathematical and Physical Sciences
J23
Hicks Building
Hounsfield Road
Sheffield
S3 7RH
School of Mathematical and Physical Sciences
J23
Hicks Building
Hounsfield Road
Sheffield
S3 7RH
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Journal articles
- Derived moduli of sections and push-forwards. Selecta Mathematica, 31(2). View this article in WRRO
- Reduced invariants from cuspidal maps. Transactions of the American Mathematical Society, 373(9), 6713-6756. View this article in WRRO
- Virtual classes for the working mathematician. Symmetry, Integrability and Geometry: Methods and Applications, 16. View this article in WRRO
- Stable maps and stable quotients. Compositio Mathematica, 150(9), 1457-1481.
- The quantum Lefschetz hyperplane principle can fail for positive orbifold hypersurfaces. Mathematical Research Letters, 19(5), 997-1005. View this article in WRRO
- THE QUANTUM LEFSCHETZ HYPERPLANE PRINCIPLE CAN FAIL FOR POSITIVE ORBIFOLD HYPERSURFACES. MATHEMATICAL RESEARCH LETTERS, 19(5), 997-1005.
- Virtual pull-backs. Journal of Algebraic Geometry, 21(2), 201-245.
- Virtual push-forwards. Geometry & Topology, 16(4), 2003-2036. View this article in WRRO
Preprints
- The local/logarithmic correspondence and the degeneration formula for quasimaps, arXiv.
- Desingularizations of sheaves and higher genus reduced Gromov-Witten invariants, arXiv.
- Derived moduli of sections and push-forwards, arXiv.
- Virtual classes for the working mathematician, arXiv.
- Reduced invariants from cuspidal maps, arXiv.
- Stable maps and stable quotients, arXiv.
- The Quantum Lefschetz Hyperplane Principle Can Fail for Positive Orbifold Hypersurfaces, arXiv.
- Virtual push-forwards, arXiv.
- Virtual pull-backs, arXiv.
- Derived moduli of sections and push-forwards. Selecta Mathematica, 31(2). View this article in WRRO