For the Epstein zeta function of an n-ary positive definite quadratic form, n - 1 generalizations of the Selberg-Chowla formula (for the binary case) are obtained. Further, it is shown that these n - ...

Parallel investigations have probed the behaviour of the Riemann zeta-function within short intervals, thereby elucidating a more nuanced understanding of its value-distribution properties [2].

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