scientific article; zbMATH DE number 810088
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Publication:4853299
zbMath0846.14017MaRDI QIDQ4853299
Publication date: 26 September 1996
Full work available at URL: http://www.numdam.org/item?id=CM_1995__96_2_149_0
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Related Items (12)
Quadratic torsion subgroups of modular Jacobian varieties ⋮ On the \(\mathbb{Q}\)-rational cuspidal subgroup and the component group of \(J_0(p^r)\) ⋮ The rational torsion subgroup of \(J_0(N)\) ⋮ On the Eisenstein ideal over function fields ⋮ Torsion and Tamagawa numbers ⋮ Modular units and cuspidal divisor classes on \(X_0(n^2M)\) with \(n|24\) and \(M\) squarefree ⋮ The \(\mathbb{Q}\)-rational cuspidal group of \(J_{1}(2p)\) ⋮ Component group of the \(p\)-new subvariety of \(J_0 (Mp)\) ⋮ On rational Eisenstein primes and the rational cuspidal groups of modular Jacobian varieties ⋮ Rational torsion of generalized Jacobians of modular and Drinfeld modular curves ⋮ The rational cuspidal divisor class group of \(X_0(N)\) ⋮ Eisenstein ideals and the rational torsion subgroups of modular Jacobian varieties. II.
Cites Work
- La courbe modulaire \(X_ 0(125)\) et sa jacobienne. (The modular curve \(X_ 0(125)\) and its Jacobian)
- Arithmetical graphs
- Minimal resolution and stable reduction of \(X_ 0(N)\)
- Galois properties of torsion points on abelian varieties
- Modular curves and the Eisenstein ideal
- Congruences between cusp forms and the geometry of Jacobians of modular curves
- The characteristic polynomial of a monodromy transformation attached to a family of curves
- Arithmetic Moduli of Elliptic Curves. (AM-108)
- Néron Models
- Jacobians with potentially good -reduction.
- PARABOLIC POINTS AND ZETA-FUNCTIONS OF MODULAR CURVES
- Hyperelliptic modular curves
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