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Iwasawa Theory for the Symmetric Square of a CM Modular Form at Inert Primes
Iwasawa Theory Symmetric Square CM Modular Form
2011/1/19
Let f be a CM modular form and p an odd prime which is inert in the CM field. We construct
two p-adic L-functions for the symmetric square of f, one of which has the same interpolating properties as ...
Residue classes containing an unexpected number of primes
Residue classes unexpected number of primes
2010/12/6
We fix a non-zero integer a and consider arithmetic progressions a mod q, with q varying over a given range. We show that for certain specific values of a, the arithmetic progressions a mod q contain,...