E to the order of the zero of the associated L-function L(E, s) at s = 1. Specifically, it is conjectured that the Taylor expansion of L(E, s) at s = 1 is
L(E,s) = c(s-1)^r + higher order terms
where c is not zero and r is the rank of E over the field of rational numbers. <----- this is the question.!
This is a real challenge for a Man
L(E,s) = c(s-1)^r + higher order terms
where c is not zero and r is the rank of E over the field of rational numbers. <----- this is the question.!
This is a real challenge for a Man
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