Dirichlet L-function
A generalization of the Riemann zeta function to arithmetic progressions, used to study the distribution of prime numbers among residue classes modulo q. Its zero properties are closely connected with the Generalized Riemann Hypothesis.
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Alex said the AI proof covered the Zeta function and all Dirichlet L-functions and resolved the no Siegel zeros-related problem.
Dirichlet L-functions are generalizations of the Riemann zeta function; given a modulus q, an L-function only "sees" the primes in a certain residue class modulo q.
All Facts (2)
Alex said the AI proof covered the Zeta function and all Dirichlet L-functions and resolved the no Siegel zeros-related problem.
50%UnverifiedDirichlet L-functions are generalizations of the Riemann zeta function; given a modulus q, an L-function only "sees" the primes in a certain residue class modulo q.
50%