7

Ramanujan sums for signal processing of lowfrequency noise, Phys
– H Rosu M Planat, S Perrine

20

Sieves in Number theory
– G Greaves
 2001

7

Note on Ramanujan’s trigonometrical function cq(n) and certain series of arithmetical functions
– G H Hardy
 1921

1

A stochastic interpretation of the Riemann seta function
– K S Alexander, K Baclawski, G C Rota

1

The Hardy  Littlewood method, Cambridge Tracts
– R C Vaughan
 1981

2

The arithmetic of 1/f noise in a phase locked
– M Planat, E Henry

1

A bibliography on 1/f noise. http://linkage.rockefeller.edu/wli/1fnoise
– W Li

1

Correlation between phase and amplitude noises, and 1/f phase noise reduction methods on oscillators and PLL systems
– T Yamoto, H Kano, K Takagi
 2001

1

Inexplicable secrets of creation. http://linkage.maths.ex.ac.uk∼mwatkins
– M Watkins

1

Stochastic behaviour in quantum scattering
– M C Gutzwiller
 1983

5

2001 1/f noise, the measurement of time and number theory Fluc and Noise Lett 1 R65
– M Planat

77

Topics in Analytic number theory
– H Rademacher
 1973

145

Harmonic Analysis on Symmetric Spaces and Applications, volume II
– A Terras
 1988

250

A course in arithmetic
– JP Serre
 1973

3

Combinatorial snapshots
– G C Rota
 1999

2

Method for the determination of the statistical values of observations concerning quantities subject to irregular fluctuations, Archives des Sciences et Naturelles
– A Einstein
 1914

2

Mean values of Ramanujan expansions of almost even arithmetical functions
– W Schwarz, J Spilker

1

Almost periodicity and the representation of integers as sums of squares
– M Kac
 1940

1

Axiomatism and computational positivism  Two mathematical cultures in pursuit of exact sciences
– Roddam Narasimha
