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- Giuseppe Molteni
- 2000

Estimates of the form L A in the range |s − 1| 1/ log R A for general L-functions, where R A is a parameter related to the functional equation of L(s, A), can be quite easily obtained if the Ramanujan hypothesis is assumed. We prove the same estimates when the L-functions have Euler product of polynomial type and the Ramanujan hypothesis is replaced by a… (More)

A way to compose a matrix P and a finite dimensional representation ρ of C via a map h into a new matrix P * h ρ is defined. Several results about the spectrum, eigenvectors, kernel and rank of P * h ρ are proved.

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