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Explicit Weierstrass Preparation Theorem in several variables and rational points on the hyperelliptic curve y2=x9 - 6x8 + 31x7 - 81x6 + 177x5 - 176x4 - 9x3 + 107x2 + 19x + 1 12-Dec-2000 04:25 PM PST - 12-Dec-2000 04:50 PM PST
Showing 21 - 33 of 33 matches
Uniformization of Néron models of semistable Jacobians
Date: December 15, 2000
2 views • almost 24 years ago
Images of three-dimensional Galois representations
Date: December 15, 2000
2 views • almost 24 years ago
Thue equations and the method of Chabauty-Coleman
Date: December 15, 2000
2 views • almost 24 years ago
Wick's theorem and the calculation of genus one Jacobians
Date: December 12, 2000
1 view • almost 24 years ago
Algebraic curves of genus at least 2 with many rational points
Date: December 13, 2000
1 view • almost 24 years ago
Shimura curve invariants
Date: December 14, 2000
1 view • almost 24 years ago
Q-curves over quadratic fields and Jacobian surfaces of GL2-type
Date: December 14, 2000
1 view • almost 24 years ago
Reduction of binary forms
Date: December 12, 2000
No views • almost 24 years ago
Descent calculations for the elliptic curves of conductor 11
Date: December 12, 2000
No views • almost 24 years ago
Second 2-descents for y2=x3-d2x
Date: December 12, 2000
No views • almost 24 years ago
Picard-Fuchs equations and computing zeta functions p-adically
Date: December 13, 2000
No views • almost 24 years ago
On splitting rational places in algebraic extensions of function fields over finite fields
Date: December 13, 2000
No views • almost 24 years ago
A Nagao-type formula for elliptic threefolds
Date: December 15, 2000
No views • almost 24 years ago
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