%0 Journal Article %1 abbott1977numerical %A Abbott, James P. %D 1977 %I Cambridge University Press %J Bulletin of the Australian Mathematical Society %K 65h10-systems-of-nonlinear-algebraic-equations 65l99-odes-none-of-the-above %N 2 %P 307-308 %R 10.1017/S0004972700010546 %T Numerical continuation methods for nonlinear equations and bifurcation problems %U https://www.cambridge.org/core/article/numerical-continuation-methods-for-nonlinear-equations-and-bifurcation-problems/D3F94851ACEA14B261447EF4C7C915DF %V 17

@article{abbott1977numerical, added-at = {2020-08-11T03:29:36.000+0200}, author = {Abbott, James P.}, biburl = {https://www.bibsonomy.org/bibtex/2fecf8818d3d4103ddcfd4b302fb67420/gdmcbain}, description = {Numerical continuation methods for nonlinear equations and bifurcation problems | Bulletin of the Australian Mathematical Society | Cambridge Core}, doi = {10.1017/S0004972700010546}, interhash = {05588fbb0c59cb0433e2058e190a8592}, intrahash = {fecf8818d3d4103ddcfd4b302fb67420}, issn = {00049727}, journal = {Bulletin of the Australian Mathematical Society}, keywords = {65h10-systems-of-nonlinear-algebraic-equations 65l99-odes-none-of-the-above}, number = 2, pages = {307-308}, publisher = {Cambridge University Press}, timestamp = {2020-08-11T03:31:40.000+0200}, title = {Numerical continuation methods for nonlinear equations and bifurcation problems}, url = {https://www.cambridge.org/core/article/numerical-continuation-methods-for-nonlinear-equations-and-bifurcation-problems/D3F94851ACEA14B261447EF4C7C915DF}, volume = 17, year = 1977 }