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p-adic analysis is a branch of number theory that deals with the mathematical analysis of functions of p-adic numbers.
2
votes
Accepted
$p$-adic Regulators
Whether you take the $p$-adic or the real regulator won't make a difference for this question.
Let $\varphi :E\to E'$ be an isogeny defined over a number field $K$. Consider the map $\varphi_K : E(K …
2
votes
Accepted
Bernoulli distributions and $p$-adic measure on $K$
Here is why I doubt that the question has been looked at and why it is not well-formulated, but I am really not confident in saying this. If it has been considered, I'd hope someone corrects me here.
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