Ramanujan-Fourier series, the Wiener-Khintchine formula and the distribution of prime pairs (1999)

by H. Gopalkrishna Gadiyar , R. Padma Ramanujan , R. Padma
Citations:4 - 2 self

Active Bibliography

LINKING THE CIRCLE AND THE SIEVE: RAMANUJAN- FOURIER SERIES – H. Gopalkrishna Gadiyar, R. Padma - 2006
Some Information-Theoretic Computations . . . – I. Kontoyiannis - 2008
5 Sieving and the Erdős-Kac Theorem – Andrew Granville, K. Soundararajan - 2006
Renormalisation and the Density of Prime Pairs – G. H. Gadiyar, R. Padma - 1998
unknown title – Michel Planat, Milan Minarovjech, Metod Saniga - 812
2 2008 Convolution and cross-correlation of Ramanujan-Fourier series Preprint 0805.0284 [math.NT – John Washburn
and 1/f noise – Michel Planat, Milan Minarovjech, Metod Saniga - 2008
5 Benford’s law, values of L-functions and the 3x + 1 problem – Alex V. Kontorovich, Steven, J. Miller
4 Bernstein polynomials and Brownian motion – Emmanuel Kowalski
An Epic Drama: The Development of the Prime Number Theorem – Federico Santa María, Benjamin Fine A, Gerhard Rosenberger B
unknown title – Gert Almkvist - 806
A stroll through the garden . . . – Audrey Terras - 2007
Symmetry argument for the Riemann hypothesis, universality & broken symmetry – Scott Allen
16 On the asymptotic distribution of large prime factors – Peter Donnelly, Geoffrey Grimmett - 1993
J ( ω) = Π ( P−1 − χ ( P)), (2) 2 – Chun-xuan Jiang
, (2) – Chun-xuan Jiang
� � � P, � ( P) – Chun-xuan Jiang
4 Prime specialization in genus 0 – Brian Conrad, Keith Conrad, Robert Gross
4 Modular functions and Ramanujan sums for the analysis of 1/f noise in electronic circuits – Michel Planat - 2003