A study on value distribution of the Riemann zeta functionn

Aidi Wu, Weichuan Lin


We consider the unique determination of Riemann zeta function as a solution of its functional equaiton under the condition sharing value. Besides, we show how the Riemann zeta function is uniquely determined by one or two sharing values of truncated multiplicity. Moreover, we generalize the results to L-functions in the Selberg class.


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