Beyn W-J. Defining equations for singular solutions and numerical applications. In: Küpper T, Mittelmann HD, Weber H, eds. Numerical methods for bifurcation problems: proceedings of the conference at the University of Dortmund, August 22 - 26, 1983. International series of numerical mathematics. Vol 70. Basel [u.a.]: Birkhäuser; 1983: 42-56
In this paper, a vector field is constructed, and an equivalent relationship between invariant manif...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
AbstractThe parameter dependence of the solution x of equation f0(x)+u1f1(x)+u2f2(x)=0 is considered...
The theory of dynamical systems studies the behavior of solutions of systems, like nonlinear ordinar...
Beyn W-J. Global bifurcations and their numerical computation. In: Roose D, de Dier B, Spence A, eds...
AbstractA nonlinear and singular bifurcation problem is studied to illustrate to what extent the sin...
AbstractA new numerical method is presented to analyze perturbations of bifurcations of the solution...
A workshop on Singularities, Bifuraction and Dynamics was held at Warwick in July 1989, as part of a...
SIGLEAvailable from KULeuven, Campusbib. Exacte Wetenschappen, Celestijnenlaan 300A, 3001 Heverlee, ...
Beyn W-J. Half-stable solution branches for ordinary bifurcation problems. Mathematical methods in t...
ABSTRACT. Some numerical schemes, based upon Newton’s and chord methods, for the computations of the...
This conference paper is not available through ChesterRep. The conference paper is available at http...
Beyn W-J. Numerical analysis of singularities in a diffusion reaction model. In: Knobloch HW, Schmit...
Abstract. We provide an overview of current techniques and typical applications of numerical bifurca...
AbstractA numerical method is developed for static and periodic bifurcation problems. The procedure ...
In this paper, a vector field is constructed, and an equivalent relationship between invariant manif...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
AbstractThe parameter dependence of the solution x of equation f0(x)+u1f1(x)+u2f2(x)=0 is considered...
The theory of dynamical systems studies the behavior of solutions of systems, like nonlinear ordinar...
Beyn W-J. Global bifurcations and their numerical computation. In: Roose D, de Dier B, Spence A, eds...
AbstractA nonlinear and singular bifurcation problem is studied to illustrate to what extent the sin...
AbstractA new numerical method is presented to analyze perturbations of bifurcations of the solution...
A workshop on Singularities, Bifuraction and Dynamics was held at Warwick in July 1989, as part of a...
SIGLEAvailable from KULeuven, Campusbib. Exacte Wetenschappen, Celestijnenlaan 300A, 3001 Heverlee, ...
Beyn W-J. Half-stable solution branches for ordinary bifurcation problems. Mathematical methods in t...
ABSTRACT. Some numerical schemes, based upon Newton’s and chord methods, for the computations of the...
This conference paper is not available through ChesterRep. The conference paper is available at http...
Beyn W-J. Numerical analysis of singularities in a diffusion reaction model. In: Knobloch HW, Schmit...
Abstract. We provide an overview of current techniques and typical applications of numerical bifurca...
AbstractA numerical method is developed for static and periodic bifurcation problems. The procedure ...
In this paper, a vector field is constructed, and an equivalent relationship between invariant manif...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
AbstractThe parameter dependence of the solution x of equation f0(x)+u1f1(x)+u2f2(x)=0 is considered...
Add to ORKG