Establishes two unconditional upper bounds on gaps between consecutive non-trivial zeros of general L-functions and identifies regime-dependent superiority between Hall-Hayman and Siegel approaches.
Two notes on the Riemann zeta-function
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Upper bounds on gaps between zeros of $L$-functions
Establishes two unconditional upper bounds on gaps between consecutive non-trivial zeros of general L-functions and identifies regime-dependent superiority between Hall-Hayman and Siegel approaches.