4 papers
The L-Functions Have Only Simple Non Trivial Zeros
Tuan Cao-Huu, Florin Alan Muscutar
By using an analogy with the case of very close zeros symmetric with respect to the critical line of the Davenport and Heilbronn function, we study the conformal mapping of L-funct…
On Davenport and Heilbronn-Type of Functions
L. Ferry, D. Ghisa, F. A. Muscutar
A correction is brought to the opinion expressed in a previous note published in this journal that the off critical line points indicated by some authors as being non trivial zeros…
Multiple Solutions of Riemann-Type of Functional Equations
T. Cao-Huu, D. Ghisa, F. A. Muscutar
Linearly independent Dirichlet L-functions satisfying the same Riemann-type of functional equation have been supposed for long time to possess off critical line non trivial zeros.…
Note on the Zeros of a Dirichlet Function
Les Ferry, Dorin Ghisa, Florin Alan Muscutar
The existence of non trivial zeros off the critical line for a function obtained by analytic continuation of a particular Dirichlet series is studied. Contrary to what has been pre…