The paper provides full algorithmic details on switching to the continuation of all possible codim 1 cycle bifurcations from generic codim 2 equilibrium bifurcation points in n-dimensional ODEs. We discuss the implementation and the performance of the algorithm in several examples, including an extended Lorenz-84 model and a laser system
The present work is devoted to calculation of periodic solutions and bifurcation research in quadrat...
In this paper, we observed the ordinary differential equation (ODE) system and determined the equili...
cl matcont and matcont are matlab continuation packages for the interactive numerical study of a ran...
The paper provides full algorithmic details on switching to the continuation of all possible codim 1...
AbstractWe discuss numerical methods for the computation and continuation of equilibria and bifurcat...
Using the framework of dual semigroups, the existence of a finite dimensional smooth center manifold...
Based upon the combination of the pseudo-arclength continuation method the Poincare map and various ...
Explicit computational formulas for the coefficients of the periodic normal forms for codimension 2 ...
Explicit computational formulas for the coefficients of the periodic normal forms for codimension 2 ...
A new efficient methodology for the continuation of the codimension-one bifurcations of periodic orb...
A general geometric approach is given for bifurcation problems with homoclinic orbits to nonhyperbol...
Smooth ordinary Delay Differential Equations (DDEs) appear in many applications, including neuroscie...
Explicit computational formulas for the coefficients of the periodic normal forms for all codim 1 bi...
Abstract. We discuss new and improved algorithms for the bifurcation analysis of fixed points and pe...
In this paper, explicit formulas for the coefficients of the normal forms for all codim 2 equilibriu...
The present work is devoted to calculation of periodic solutions and bifurcation research in quadrat...
In this paper, we observed the ordinary differential equation (ODE) system and determined the equili...
cl matcont and matcont are matlab continuation packages for the interactive numerical study of a ran...
The paper provides full algorithmic details on switching to the continuation of all possible codim 1...
AbstractWe discuss numerical methods for the computation and continuation of equilibria and bifurcat...
Using the framework of dual semigroups, the existence of a finite dimensional smooth center manifold...
Based upon the combination of the pseudo-arclength continuation method the Poincare map and various ...
Explicit computational formulas for the coefficients of the periodic normal forms for codimension 2 ...
Explicit computational formulas for the coefficients of the periodic normal forms for codimension 2 ...
A new efficient methodology for the continuation of the codimension-one bifurcations of periodic orb...
A general geometric approach is given for bifurcation problems with homoclinic orbits to nonhyperbol...
Smooth ordinary Delay Differential Equations (DDEs) appear in many applications, including neuroscie...
Explicit computational formulas for the coefficients of the periodic normal forms for all codim 1 bi...
Abstract. We discuss new and improved algorithms for the bifurcation analysis of fixed points and pe...
In this paper, explicit formulas for the coefficients of the normal forms for all codim 2 equilibriu...
The present work is devoted to calculation of periodic solutions and bifurcation research in quadrat...
In this paper, we observed the ordinary differential equation (ODE) system and determined the equili...
cl matcont and matcont are matlab continuation packages for the interactive numerical study of a ran...