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The paper investigates n-correlation for eigenvalues of random matrices and zeros of L-functions, focusing on cases where correlations are detected through test functions with limited Fourier support. It builds on previous work by Rudnick and Sarnak, providing a new expression for n-correlation that simplifies the identification of surviving terms under support restrictions. The authors establish a connection between random matrix theory and number theory, particularly in the context of the Riemann zeta-fun
- Author
- Arijit Paul
- Language
- EN