Maximum entropy and Bayesian methods. Proceedings of the 13th international workshop, Santa Barbara, CA, USA, August 1-5, 1993 (Q1910347)

The articles of this volume will be reviewed individually. The preceding conference (12, 1992) has been reviewed (see Zbl 0810.00023). Indexed articles: \textit{Bretthorst, G. Larry}, An introduction to model selection using probability theory as logic, 1-42 [Zbl 0895.62004] \textit{MacKay, David J. C.}, Hyperparameters: Optimize, or integrate out?, 43-59 [Zbl 0895.62030] \textit{Wolpert, David H.; Strauss, Charlie E. M.}, What Bayes has to say about the evidence procedure, 61-78 [Zbl 0895.62036] \textit{Wolpert, David H.}, Reconciling Bayesian and non-Bayesian analysis, 79-86 [Zbl 0895.62035] \textit{Rodríguez, Carlos C.}, Bayesian robustness: A new look from geometry, 87-96 [Zbl 0895.62002] \textit{Basu, Sanjib; Jammalamadaka, Sreenivasa Rao; Liu, Wei}, Local posterior robustness with parametric priors: Maximum and average sensitivity, 97-106 [Zbl 0895.62025] \textit{Miller, David; Rose, Kenneth}, Tree-structured clustering via the minimum cross entropy principle, 107-120 [Zbl 0895.62068] \textit{Mohammad-Djafari, Ali; Idier, Jérôme}, A scale invariant Bayesian method to solve linear inverse problems, 121-134 [Zbl 0895.62032] \textit{Robinson, Enders A.}, Maximum entropy signal transmission, 135-147 [Zbl 0900.94002] \textit{Wallstrom, Timothy C.}, Maximum quantum entropy for classical density functions, 149-155 [Zbl 0895.62008] \textit{Wallstrom, Timothy C.}, Smoothing in maximum quantum entropy, 157-159 [Zbl 0895.62009] \textit{Silver, R. N.; Wallstrom, T.; Martz, H. F.}, Density estimation by maximum quantum entropy, 161-174 [Zbl 0895.62007] \textit{Garrett, Anthony J. M.}, Belief and desire, 175-186 [Zbl 0897.60003] \textit{Pendock, Neil}, A Bayesian genetic algorithm for calculating maximum entropy distributions, 187-195 [Zbl 0895.62006] \textit{Desmedt, Paul; Lemahieu, Ignace; Thielemans, K.}, A \(\text{MATHEMATICA}^{TM}\) package for symbolic Bayesian calculations, 197-203 [Zbl 0895.62001] \textit{Desmedt, Paul; Lemahieu, Ignace; Bastiaens, Koen}, A multicriterion evaluation of the MEMSYS5 program for PET, 205-211 [Zbl 0900.92096] \textit{Bastiaens, Koen; Desmedt, Paul; Lemahieu, Ignace}, Parallel maximum entropy reconstruction of PET images, 213-219 [Zbl 0900.92097] \textit{MacKay, David J. C.}, Bayesian nonlinear modeling for the prediction competition, 221-234 [Zbl 0900.62145] \textit{Lewicki, Michael S.}, Bayesian modeling and classification of neural signals, 235-253 [Zbl 0896.92007] \textit{Hanson, K. M.; Wolf, D. R.}, Estimators for the Cauchy distribution, 255-263 [Zbl 0895.62029] \textit{Ramaswami, Anand; Bretthorst, G. Larry}, Probability theory and multiexponential signals, how accurately can the parameters be determined?, 265-273 [Zbl 0900.62566] \textit{Puetter, R. C.; Piña, R. K.}, Pixon-based image reconstruction, 275-292 [Zbl 0895.62104] \textit{Cheeseman, Peter; Kanefsky, Bob; Kraft, Richard; Stutz, John; Hanson, Robin}, Super-resolved surface reconstruction from multiple images, 293-308 [Zbl 0900.62565] \textit{Green, Andrew G.; MacKay, David J. C.}, Bayesian analysis of linear phased-array radar, 309-318 [Zbl 0900.62563] \textit{Tansley, John E.; Oldfield, Martin J.; MacKay, David J. C.}, Neural network image deconvolution, 319-325 [Zbl 0900.68434] \textit{Plotkin, Nina T.; Wyner, Abraham J.}, An entropy estimator algorithm and telecommunications applications, 351-363 [Zbl 0890.94018] \textit{Mailaender, Laurence; Iltis, Ronald A.}, A common Bayesian approach to multiuser detection and channel equalization, 365-374 [Zbl 0885.94011] \textit{Stutzer, Michael}, Thermostatics in financial economics, 375-390 [Zbl 0884.90053] \textit{Rosen, David B.}, How good were those probability predictions? The expected recommendation loss (ERL) scoring rule, 401-408 [Zbl 0895.62013]