Numerical Methods for Bifurcation Problems and Large-Scale Dynamical Systems is based on the combined proceedings of two workshops devoted to computational issues. The workshops were an integral part of the 1997-98 IMA program on "EMERGING APPLICATIONS OF DYNAMICAL SYSTEMS." I would like to thank Donald G. Aronson, University of Minnesota (Mathematics); Wolf-Juergen Beyn, Universitaet Bielefeld (Fakultaet fuer Mathematik); Eusebius Doedel, California Institute of Technology (Applied Mathematics); Bernold Fiedler, Free University of Berlin (Mathematics); H.B. Keller, Caltech (Applied Mathematics); Yannis Kevrekidis, Princeton University (Chemical Enginering); Jens Lorenz, University of New Mexico (Mathematics and Statistics); Edriss ...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
Beyn W-J. Global bifurcations and their numerical computation. In: Roose D, de Dier B, Spence A, eds...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
: This paper is a brief survey of numerical methods for computing bifurcations of generic families o...
The theory of dynamical systems studies the behavior of solutions of systems, like nonlinear ordinar...
It has been 17 years since the first edition of the series of workshops "SDS" (Structural Dynamical ...
Path following in combination with boundary value problem solvers has emerged as a continuing and st...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
There has been a considerable progress made during the recent past on mathematical techniques for st...
The aim of the workshop was to bring together researchers working on large scale applications with n...
It is an edited volume of selected papers from the NEMACOM-98 (New Methods in Applied and Computatio...
To appear in: ''Progress in Large Scale Scientific Computing'', P. Deuflhard and B. Engquist (eds.),...
A tutorial on continuation and bifurcation methods for the analysis of truncated dissipative partial...
none5The main aim of this workshop is to put together researchers of different areas, in particular ...
The theory of modern dynamical systems dates back to 1890 with studies by Poincaré on celestial mec...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
Beyn W-J. Global bifurcations and their numerical computation. In: Roose D, de Dier B, Spence A, eds...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
: This paper is a brief survey of numerical methods for computing bifurcations of generic families o...
The theory of dynamical systems studies the behavior of solutions of systems, like nonlinear ordinar...
It has been 17 years since the first edition of the series of workshops "SDS" (Structural Dynamical ...
Path following in combination with boundary value problem solvers has emerged as a continuing and st...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
There has been a considerable progress made during the recent past on mathematical techniques for st...
The aim of the workshop was to bring together researchers working on large scale applications with n...
It is an edited volume of selected papers from the NEMACOM-98 (New Methods in Applied and Computatio...
To appear in: ''Progress in Large Scale Scientific Computing'', P. Deuflhard and B. Engquist (eds.),...
A tutorial on continuation and bifurcation methods for the analysis of truncated dissipative partial...
none5The main aim of this workshop is to put together researchers of different areas, in particular ...
The theory of modern dynamical systems dates back to 1890 with studies by Poincaré on celestial mec...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...
Beyn W-J. Global bifurcations and their numerical computation. In: Roose D, de Dier B, Spence A, eds...
We provide an overview of current techniques and typical applications of numerical bifurcation analy...