Noise induced changes to dynamic behaviour of stochastic delay differential equations
AuthorsNorton, Stewart J.
AdvisorsFord, Neville J.
MetadataShow full item record
AbstractThis thesis is concerned with changes in the behaviour of solutions to parameter-dependent stochastic delay differential equations.
CitationNorton, S.J., & Ford, N.J. (2006). Predicting changes in dynamical behaviour in solutions to stochastic delay differential equations. Communications on Pure and Applied Analysis, 5(2), pp. 367-382.
Norton, S.J., & Ford, N.J. (2005). Numerical investigation of D-bifurcations for a stochastic delay logistic equation. Stochastics and dynamics, 5(2), pp. 211-222
Ford, N.J., & Norton, S.J. (2007). Using approximations to Lyapunov exponents to predict changes in dynamical behaviour in numerical solutions to stochastic delay differential equations. In A. Iske & J. Levesley (Eds.), Algorithms for approximation, V (pp. 309-318). Berlin: Springer.
Ford, N.J., & Norton, S.J. (2009). Noise-induced changes to the behaviour of semi-implicit Euler methods for stochastic delay differential equations undergoing bifurcation. Journal of Computational and Applied Mathematics, 229(2), pp. 462-170
TypeThesis or dissertation
The following license files are associated with this item: