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Mellic
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 Student
comment
Can Frobenius traces jump like crazy in non-geometric Galois representations?
When you say "random" can that be made more precise? Is there a conjecture like Sato-Tate for non-geometric representations?
comment
Can Frobenius traces jump like crazy in non-geometric Galois representations?
If we drop the assumption about algebraicity can anything be said about the $l$-valuation of the traces?
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 Editor
revised
Can Frobenius traces jump like crazy in non-geometric Galois representations?
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asked
Can Frobenius traces jump like crazy in non-geometric Galois representations?