expectation
of the second derivative of the loglikelihood."
"The Fisher Information about a parameter
is defined to be the expectation
of the second derivative of the loglikelihood."
Chris Hillman et al on Frieden
Fisher's arrow of `time' in cosmological coherent phase space, B. Roy Frieden, H.C. Rosu
The Effect of Correlations on the Fisher Information of Population Codes
Fisher Information Matrix and Covariance Matrix of the estimates
An Information Theory Approach to Incoherent Information Processing Systems
Minimum Message Length Inference: Theory and Applications
Ram Zamir's List of Publications
Summary of Robust Regression Algorithms
Some xxx.lan.gov references
The Origin of the Entropy in the Universe ( A. Feinstein, M. A. Pérez Sebastián)
Time in Cosmology (R. Brout, R. Parentani)
Time, measurement and information loss in quantum cosmology, by Lee Smolin
Squeezed State papers
VON NEUMANN
AND SHANNON-WEHRL ENTROPY FOR SQUEEZED STATES AND
COSMOLOGICAL
PARTICLE PRODUCTION Authors: M. Gasperini, M. Giovannini
DECOHERENCE
AND DISSIPATION FOR A QUANTUM SYSTEM COUPLED TO A LOCAL
ENVIRONMENT,
Michael R. Gallis
Apparent wave function collapse caused by scattering, by Max Tegmark
Squeezed States and Uncertainty Relation at Finite Temperature, B. L. Hu and Yuhong Zhang
SEMICLASSICAL GRAVITY THEORY AND QUANTUM FLUCTUATIONS, by Chung-I Kuo and L. H. Ford
Quantum Vacuum Instability Near Rotating Stars, A L Matacz, A C Ottewill, P C W Davies
Fokker-Planck & Gravity references:
On the factor ordering problem in stochastic inflation, Alexander Vilenkin
Stochastic Gravity, J. W. Moffat
Lattice Quantum Gravity from Stochastic 3-Geometries, by N. Nakazawa