Abstract

The relation between the double-interval probability distribution P(τ, τ′) and the triple-correlation function is shown. This relation allows us, under certain conditions, to obtain the value of the triple correlation of a signal by measuring the photoelectron interarrival times. This procedure is useful in signal or image recovery.

© 1988 Optical Society of America

Triple correlation of the interval probability density at low light levels

M. P. Cagigal and P. Prieto
Opt. Lett. 16(23) 1814-1816 (1991)

Interevent interval statistics in clipped detection and their applicability to speckle interferometry and speckle masking

P. Prieto and M. P. Cagigal
J. Opt. Soc. Am. A 12(7) 1542-1546 (1995)

Bias compensation in the autocorrelation estimate from interevent interval statistics in clipped detection

M. P. Cagigal and P. M. Prieto
J. Opt. Soc. Am. A 12(12) 2693-2697 (1995)

Time-interval statistics through a Laplace-transform method in quasi-elastic light-scattering experiments for low-intensity levels

F. Moreno, F. González, R. J. López, and A. Lavin
Opt. Lett. 13(8) 637-639 (1988)

Convolution-based framework for signal recovery and applications

A. Enis Çetin and Rashid Ansari
J. Opt. Soc. Am. A 5(8) 1193-1200 (1988)