We study the number of ramified prime numbers in finite Galois extensions of ℚ obtained by specializing a finite Galois extension of ℚ(T). Our main result is a central limit theorem for this number. We also give some Galois theoretical applications.
|Number of pages||16|
|Journal||New York Journal of Mathematics|
|State||Published - 23 Oct 2018|
- Central limit theorem
- Function field extension