Advances in stochastic simulation methods. Selected papers at the 3rd St. Petersburg workshop on simulation, St. Petersburg, Russia, June 28 -- July 3, 1998 (Q1573600)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Ermakov, S.; Kaloshin, I.}, Solving the nonlinear algebraic equations with Monte Carlo method, 3-15 [Zbl 0959.65070] \textit{Kashtanov, Y. N.; Kuchkova, I. N.}, Monte Carlo algorithms for Neumann boundary value problem using Fredholm representation, 17-28 [Zbl 0959.65132] \textit{Golyandina, N.; Nekrutkin, V.}, Estimation errors for functionals on measure spaces, 29-46 [Zbl 0959.65014] \textit{Heinrich, Stefan}, The mulitlevel method of dependent tests, 47-61 [Zbl 0959.65007] \textit{Krivulin, Nikolai K.}, Algebraic modelling and performance evaluation of acyclic fork-join queueing networks, 63-81 [Zbl 0961.90019] \textit{Melas, V. B.}, Analytical theory of E-optimal designs for polynomial regression, 85-115 [Zbl 0998.62062] \textit{Wiens, Douglas P.}, Bias constrained minimax robust designs for misspecified regression models, 117-133 [Zbl 0957.62066] \textit{López-Fidalgo, J.; Wong, W. K.}, A comparative study of MV- and SMV-optimal designs for binary response models, 135-151 [Zbl 0957.62063] \textit{Zwanzig, Silvelyn}, On the criteria for experimental design in nonlinear error-in-variables models, 153-163 [Zbl 0957.62067] \textit{Laycock, P. J.; Rowley, P. J.}, On generating and classifying all \(q^{n-m-1}\) regularly blocked fractional designs., 165-176 [Zbl 1064.62551] \textit{Boer, E. P. J.; Rasch, D. A. M. K.; Hendrix, E. M. T.}, Locally optimal designs in non-linear regression: a case study of the Michaelis-Menten function., 177-188 [Zbl 1064.62547] \textit{van Berkum, E. E. M.; Pauwels, B.; Upperman, P. M.}, D-optimal designs for quadratic regression models, 189-195 [Zbl 0957.62061] \textit{Soloviov, Vladimir}, On the use of symmetry in optimal design of experiments, 197-203 [Zbl 0957.62064] \textit{Childs, Aaron; Sultan, K. S.; Balakrishnan, N.}, Higher order moments of order statistics from the Pareto distribution and Edgeworth approximate inference, 207-244 [Zbl 0957.62041] \textit{Sultan, K. S.; Childs, Aaron; Balakrishnan, N.}, Higher order moments of order statistics from the power function distribution and Edgeworth approximate inference, 245-282 [Zbl 0957.62042] \textit{Jeyaratnam, S.; Panchapakesan, S.}, Selecting from normal populations the one with the largest absolute mean: Common unknown variance case., 283-292 [Zbl 1039.62015] \textit{Aggarwala, Rita; Childs, Aaron}, Conditional inference for the parameters of Pareto distributions when observed samples are progressively censored, 293-302 [Zbl 0957.62022] \textit{Ermakov, S.; Schwabe, R.}, On randomizing estimators in linear regression models., 305-314 [Zbl 1039.62060] \textit{Ponommareva, A. Yu.; Tchirkov, M. K.}, Nonstationary generalized automata with periodically variable parameters and their optimization, 315-335 [Zbl 0962.68117] \textit{Salicrú, M.; Vives, S.; Ocaña, J.}, Power of some asymptotic tests for maximum entropy, 337-353 [Zbl 0957.62004] \textit{Bart, A. G.; Alexeyeff, N. P.; Botchkina, N.}, Partially inversion of functions for statistical modelling of regulatory systems, 355-371 [Zbl 0962.62123] \textit{Balakrishnan, N.; Wang, Jun}, Simple efficient estimation for three-parameter lognormal distributions with applications to emissions data and state traffic rate data, 373-384 [Zbl 0965.62106]