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Results: 1-9 |
Results: 9
Some formulas for Lyapunov exponents and rotation numbers in two dimensions and the stability of the harmonic oscillator and the inverted pendulum
Authors: Imkeller, P Lederer, C
Citation: P. Imkeller et C. Lederer, Some formulas for Lyapunov exponents and rotation numbers in two dimensions and the stability of the harmonic oscillator and the inverted pendulum, DYN SYST, 16(1), 2001, pp. 29-61
Free lunch and arbitrage possibilities in a financial market model with aninsider
Authors: Imkeller, P Pontier, M Weisz, F
Citation: P. Imkeller et al., Free lunch and arbitrage possibilities in a financial market model with aninsider, STOCH PR AP, 92(1), 2001, pp. 103-130
On the cohomology of flows of stochastic and random differential equations
Authors: Imkeller, P Lederer, C
Citation: P. Imkeller et C. Lederer, On the cohomology of flows of stochastic and random differential equations, PROB TH REL, 120(2), 2001, pp. 209-235
Stochastic resonance in two-state Markov chains
Authors: Imkeller, P Pavlyukevich, I
Citation: P. Imkeller et I. Pavlyukevich, Stochastic resonance in two-state Markov chains, ARCH MATH, 77(1), 2001, pp. 107-115
Critical dimensions for the existence of self-intersection local times of the N-parameter Brownian motion in R-d
Authors: Imkeller, P Weisz, F
Citation: P. Imkeller et F. Weisz, Critical dimensions for the existence of self-intersection local times of the N-parameter Brownian motion in R-d, J THEOR PR, 12(3), 1999, pp. 721-737
An explicit description of the Lyapunov exponents of the noisy damped harmonic oscillator
Authors: Imkeller, P Lederer, C
Citation: P. Imkeller et C. Lederer, An explicit description of the Lyapunov exponents of the noisy damped harmonic oscillator, DYN ST SYST, 14(4), 1999, pp. 385-405
On the spatial asymptotic behavior of stochastic flows in Euclidean space
Authors: Imkeller, P Scheutzow, M
Citation: P. Imkeller et M. Scheutzow, On the spatial asymptotic behavior of stochastic flows in Euclidean space, ANN PROBAB, 27(1), 1999, pp. 109-129
Rotation numbers for linear stochastic differential equations
Authors: Arnold, L Imkeller, P
Citation: L. Arnold et P. Imkeller, Rotation numbers for linear stochastic differential equations, ANN PROBAB, 27(1), 1999, pp. 130-149
The smoothness of laws of random flags and Oseledets spaces of linear stochastic differential equations
Authors: Imkeller, P
Citation: P. Imkeller, The smoothness of laws of random flags and Oseledets spaces of linear stochastic differential equations, POTENT ANAL, 9(4), 1998, pp. 321-349
Risultati: 1-9 |