The Journal of the Indian Mathematical Society

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A Theorem on the Distribution of the Values of L-Functions


Affiliations
1 University of Kansas, United States
2 Institute of Numerical Analysis, Los Angeles, United States
     

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Let (d/n) [where d=0, I (mod 4), d=≠u2, u integral] be Kronecker's symbol. Define for s > 0

Ls = Σ (d/n) n-s.


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  • A Theorem on the Distribution of the Values of L-Functions

Abstract Views: 224  |  PDF Views: 0

Authors

S. Chowla
University of Kansas, United States
P. Erdos
Institute of Numerical Analysis, Los Angeles, United States

Abstract


Let (d/n) [where d=0, I (mod 4), d=≠u2, u integral] be Kronecker's symbol. Define for s > 0

Ls = Σ (d/n) n-s.