검색어 : 통합검색[Torelli]
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11
- Weighted Fano varieties and infinitesimal Torelli problem
- Fatighenti, Enrico; Rizzi, Luca; Zucconi, Francesco; Mathematics Institute Zeeman Building, University of Warwick; D.M.I.F., University of Udine; D.M.I.F., University of Udine; (Journal of geometry and physics, v.139, 2019, pp.1-16)
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12
- Johnson filtration and Torelli group, modulo p, p a prime
- Perron, B.; ; (Comptes rendus mathematique, v.346, 2008, pp.667-670)
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13
- Discrete Torelli theorem
- Artamkin, I V; ; (Sbornik, Mathematics, v.197, 2006, pp.1109-1120)
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14
- The dimension of the Torelli group
- Bestvina, Mladen; Bux, Kai-Uwe; Margalit, Dan; ; (Journal of the American Mathematical Society, v.23, 2010, pp.61-105)
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15
- On the Torelli Lie algebra
- Kupers, Alexander; Randal-Williams, Oscar; ; (Forum of mathematics, pi, v.11, 2023, pp.e13)
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16
- Hyperplane arrangements of Torelli type
- Faenzi, Daniele; Matei, Daniel; Vallè s, Jean; ; (Compositio mathematica, v.149, 2013, pp.309-332)
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17
- A Torelli type theorem for nodal curves
- Basu, Suratno; Das, Sourav; Institute of Mathematical Sciences, Taramani 600113, India; Chennai Mathematical Institute, H1 Sipcot IT Park, Siruseri, Kelambakkam 603103, India; (International journal of mathematics, v.32, 2021, pp.2150041)
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18
- A simple proof of the theorem of Torelli based on Torelli’s approach
- Collino, Alberto; ; (Proceedings of the American Mathematical Society, v.100, 1987, pp.16-20)
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19
- Torelli theorem for stable curves
- Caporaso, Lucia; Viviani, Filippo; Università degli studi Roma Tre, Italy; Università degli studi Roma Tre, Italy; (Journal of the European Mathematical Society : JEMS, v.13, 2011, pp.1289-1329)
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20
- ON THE COHOMOLOGY OF TORELLI GROUPS
- KUPERS, ALEXANDER; RANDAL-WILLIAMS, OSCAR; ; (Forum of mathematics, pi, v.8, 2020, pp.e7)
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