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Filtered by keyword:bayes

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  1. d' Agostini, G. (1995), Probability and Measurement Uncertainty in Physics — a Bayesian Primer, Universita "La Sapienza" and INFN.
  2. d' Agostini, G. (1996), A Theory of Measurement Uncertainty Based on Conditional Probability, Dip. di Fisca, Universita "La Sapienza" and INFN.
  3. d' Agostini, G. (1998), Bayesian Reasoning versus Conventional Statistics in High Energy Physics, Dipartimento di Fisca dell'Universita "La Sapienza".
  4. d' Agostini, G. (1998), Jeffreys Priors versus Experienced Physicist Priors Arguments against Objective Bayesian Theory, Universita di Roma "La Sapienza" and INFN.
  5. d' Agostini, G. (1999), Overcoming priors anxiety, Dipartimento di Fisca dell'Universita "La Sapienza" and Istituto Nazionale di Fisics Nucleare INFN.
  6. Chiu, J. C. and G. W. Petty (2006), Bayesian Retrieval of Complete Posterior PDFs of Oceanic Rain Rate from Microwave Observations, J. Appl. Meteorol. Clim., 45(8), 1073–1095, doi:10.1175/JAM2392.1.
  7. Feldman, G. J. and R. D. Cousins (1997), A Unified Approach to the Classical Statistical Analysis of Small Signals, Havard University, University of California.
  8. Guinti, C. (1998), A new ordering principle for the classical statistical analysis of Poisson processes with background, INFN, Universita di Torino.
  9. Helberg, C. (xxxx), Pitfalls of Data Analysis (or How to Avoid Lies and Damned Lies), University of Wisconsin Schools of Nursing and Medicine.
  10. James, F. (1980), Monte Carlo theory and practice, Rep. Prog. Phys., 43, 1145–1189.
  11. Jaynes, E. T. and G. L. Bretthorst (2003), Probability Theory: The Logic of Science, Cambridge University Press.
  12. Jaynes, E. T. and W. Crow (1999), Straight Line Fitting- A Bayesian Solution, Washington University.
  13. Rieder, M. J. and G. Kirchengast (2000), An inversion algorithm for nonlinear retrieval problems extending Bayesian optimal estimation, Radio Sci., 35(1), 45–56.
  14. Silverman, D. (1998), Joint Bayesian Treatment of Poission and Gaussian Experiments in a Chi-squared Statistic, University of California.
  15. Swain, J. and L. Taylor (1997), Numerical Construction of Likelihood Distributions and the Propagation of Errors, Northeastern University, Boston, Department of Physics.