Probabilistic methods in applied physics (Q1901722)
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scientific article; zbMATH DE number 814333
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Probabilistic methods in applied physics |
scientific article; zbMATH DE number 814333 |
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Probabilistic methods in applied physics (English)
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9 November 1995
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Ammon, D.; Wedig, W.}, The approximation and the generation of stationary vector processes, 1-16 [Zbl 0837.60037] \textit{Poirion, F.; Soize, C.}, Numerical methods and mathematical aspects for simulation of homogeneous and non homogeneous Gaussian vector fields, 17-53 [Zbl 0839.65152] \textit{Talay, Denis}, Simulation of stochastic differential systems, 54-96 [Zbl 0837.65150] \textit{Boxler, Petra}, Lyapunov exponents indicate stability and detect stochastic bifurcations, 97-119 [Zbl 0841.60048] \textit{Wedig, Walter}, Pitchfork and Hopf bifurcations in stochastic systems -- effective methods to calculate Lyapunov exponents, 120-148 [Zbl 0842.73034] \textit{Boxler, Petra}, Stochastic center as a tool in a stochastic bifurcation theory, 149-166 [Zbl 0841.60049] \textit{Lindemann, Ina}, Lyapunov exponents for a class of hyperbolic random equations, 167-181 [Zbl 0832.60070] \textit{Krée, P.}, Functional analysis in stochastic modelling, 182-198 [Zbl 0832.60004] \textit{Bernard, P.; Krée, P.}, Pullback of measures and singular conditioning, 199-222 [Zbl 0832.60005] \textit{Bellizzi, S.; Bouc, R.}, Adaptive sub-optimal control for non-linear stochastic systems. Application to semi-active isolators, 223-238 [Zbl 0838.93073] \textit{Campillo, Fabien}, Optimal ergodic control of nonlinear stochastic systems, 239-269 [Zbl 0838.93074] \textit{Casciati, Fabio}, Stochastic dynamics of hysteretic media, 270-283 [Zbl 0833.73011] \textit{Soize, Christian}, Exact steady-state solution of FKP equation in higher dimension for a class of non linear Hamiltonian dissipative dynamical systems excited by Gaussian white noise, 284-309 [Zbl 0832.60081] \textit{Wedig, W.}, Power spectra of nonlinear dynamic systems -- analysis via generalized Hermite polynomials, 310-326 [Zbl 0832.60053] \textit{Bernard, Pierre}, Some remarks concerning convergence of orthogonal polynomial expansions, 327-334 [Zbl 0857.33010] \textit{Fayol, P.}, A rapid Wiener solver: Solution of Toeplitz systems by a preconditioned conjugate gradient method, 335-393 [Zbl 0853.60037]
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Probabilistic methods
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Applied physics
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0.90099984
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0.8985889
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