IUTAM symposium on nonlinearity and stochastic structural dynamics. Proceedings of the 6th IUTAM symposium, Madras, Chennai, India, January 4--8, 1999
The articles of this volume will be reviewed individually. Indexed articles: \textit{Anh, N. D.; Tinh, N. D.}, Higher-order averaging method of coefficients in Fokker-Planck equation, 1-14 [Zbl 1154.34360] \textit{Arnold, Ludwig}, Recent progress in stochastic bifurcation theory, 15-27 [Zbl 1226.70009] \textit{Bajaj, Anil. K.; Samaranayake, Sobitha}, Non-resonant and resonant chaotic dynamics in externally excited cyclic systems, 29-41 [Zbl 1024.70011] \textit{Cai, G. Q.; Lin, Y. K.}, Simulation of non-Gaussian stochastic processes with nonlinear filters, 43-54 [Zbl 1024.65008] \textit{Davies, H. G.; Karagiozis, K.}, Vector fields and maps: a perturbation approach, 71-76 [Zbl 1226.37037] \textit{Griesbaum, R.; Wedig, W.}, Generalized Fourier analysis for stochastic stability problems, 77-94 [Zbl 1172.60320] \textit{Haldar, Achintya; Huh, Jungwon}, Reliability analysis of structures subjected to dynamic loadings using nonlinear seem, 95-106 [Zbl 1019.74502] \textit{Iyengar, R. N.; Roy, D.}, Application of conditional linearization in the study of nonlinear systems, 107-118 [Zbl 1226.70010] \textit{Lutes, Loren D.; Papadimitriou, Costas}, Finding response cumulants for nonlinear systems with multiplicative excitations, 119-132 [Zbl 1031.60053] \textit{Manohar, C. S.; Gupta, Sayan}, Nonlinear dynamics of beams with stochastic parameter variations, 133-145 [Zbl 1019.74503] \textit{McWilliam, S.}, Numerical solution of the stationary FPK equation for a nonlinear oscillator, 147-158 [Zbl 1226.70011] \textit{Naess, A.; Skaug, C.}, Path integration methods for calculating response statistics of nonlinear oscillators driven by \(\alpha\)-stable Lévy noise, 159-169 [Zbl 1062.70047] \textit{Narayanan, S.; Ramesh, M.}, Control of chaos in nonlinear systems subjected to parametric and stochastic excitations, 171-184 [Zbl 1205.74130] \textit{Pandey, M. D.; Ariaratnam, S. T.}, Stochastic stability of lateral-torsional motion of slender bridges under turbulent wind, 185-196 [Zbl 1018.74509] \textit{Reddy, C. K.; Pratap, R.}, A passive hopper with lossless collisions, 209-220 [Zbl 1023.70004] \textit{Roberts, J. B.; Vasta, M.}, Response of nonlinear oscillators to non-white random excitation using an energy-based method, 221-231 [Zbl 1023.70012] \textit{Schenk-Hoppé, Klaus Reiner}, Bounds on sample paths of stochastic nonlinear systems --A Lyapunov function approach, 249-260 [Zbl 1048.70012] \textit{Schiehlen, W.; Hu, B.}, Parameter identification of nonlinear multibody systems using correlation techniques, 261-270 [Zbl 1075.70010] \textit{Wojtkiewicz, S. F.; Bergman, L. A.; Spencer, B. F. jun.; Johnson, E. A.}, Numerical solution of the four-dimensional nonstationary Fokker-Planck equation, 271-287 [Zbl 1226.70001] \textit{Zhang, H.; Paevere, P.; Yang, Y.; Foliente, G. C.; Ma, F.}, System identification of hysteretic structure, 289-306 [Zbl 1218.93097] \textit{Zhu, W. Q.; Huang, Z. L.}, Stochastic stability and bifurcation of quasi-Hamiltonian systems, 307-318 [Zbl 1226.70008]
scientific article; zbMATH DE number 1805743