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Safwane
  • Member for 12 years, 3 months
  • Last seen more than a week ago
  • London, Royaume-Uni
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revised
Is there is a known relation or expression containing the algebraic rank $r$?
deleted 126 characters in body
comment
Solve this functional equation with respect to $f$
@Vladimir: Yes, Christian Remling is right. This is exactely my question.
asked
Solve this functional equation with respect to $f$
revised
How the equality in the first case is equivalent to the inequality in the last case?
added 40 characters in body
comment
How the equality in the first case is equivalent to the inequality in the last case?
@ Timo Keller: But it is not true for curves over rationals.
accepted
How the equality in the first case is equivalent to the inequality in the last case?
revised
How the equality in the first case is equivalent to the inequality in the last case?
edited body
asked
How the equality in the first case is equivalent to the inequality in the last case?
comment
Riemann Siegel function and gamma function
@ Sangkyu Kim: It has no an explicit formula.
comment
Riemann Siegel function and gamma function
@ Sangkyu Kim: But the gamma function has no closed form.
comment
Can we use this formula to construct rational points on the curve $C$?
@ Joe Silverman: There is an error in the question: the constant is $v$ without known relation to rational numbers.
comment
Can we use this formula to construct rational points on the curve $C$?
@ACL: There is an error in the question: the constant is $v$ without known relation to rational numbers.
revised
Can we use this formula to construct rational points on the curve $C$?
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accepted
Can we use this formula to construct rational points on the curve $C$?
revised
Can we use this formula to construct rational points on the curve $C$?
added 9 characters in body
revised
Can we use this formula to construct rational points on the curve $C$?
added 3 characters in body; edited title
asked
Can we use this formula to construct rational points on the curve $C$?
comment
Is there is a known relation or expression containing the algebraic rank $r$?
@ Joe Silverman: Thank you very much for the nice answer. So the given formula is true for all elliptic curves without any restriction.
accepted
Is there is a known relation or expression containing the algebraic rank $r$?
revised
Is there is a known relation or expression containing the algebraic rank $r$?
added 66 characters in body
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