Eusebius Doedel

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Yu.A. KuznetsovDepartment of Mathematics, Utrecht University, NLVerified email at uu.nl
Bjorn SandstedeProfessor of Applied Mathematics, Brown UniversityVerified email at brown.edu
Randy PaffenrothWorcester Polytechnic InstituteVerified email at wpi.edu
HG OthmerSchool of Mathematics, University of MinnesotaVerified email at math.umn.edu
Jorge Galan-VioqueUniversity of SevillaVerified email at us.es
Emilio FreireProfesor de Matemáticas, Universidad de SevillaVerified email at us.es
Renato CallejaIIMAS-UNAMVerified email at mym.iimas.unam.mx
Francisco Javier Muñoz-AlmarazCEU-Cardenal Herrera UniversityVerified email at uchceu.es
Michael E HendersonIBM ResearchVerified email at us.ibm.com
Alexander VladimirskyProfessor of Mathematics, Cornell UniversityVerified email at cornell.edu
Oliver JungeProfessor of Mathematics, Technische Universität München, GermanyVerified email at tum.de
Michael DellnitzProfessor for Applied Mathematics, Paderborn UniversityVerified email at uni-paderborn.de
F.W. WubsVerified email at rug.nl
Valerio LucariniProfessor of Statistical Mechanics, University of ReadingVerified email at reading.ac.uk
Henk SchuttelaarsProfessor, Delft University of TechnologyVerified email at tudelft.nl
Bruno EckhardtFachbereich Physik, Philipps-Universität MarburgVerified email at physik.uni-marburg.de
Alexander GelfgatProfessor, Tel-Aviv UniversityVerified email at tau.ac.il
Andrew HazelSchool of Mathematics, The University of Manchester, UKVerified email at manchester.ac.uk
Andrew G. SalingerSandia National LaboratoriesVerified email at sandia.gov
Henk DijkstraIMAU, Utrecht UniversityVerified email at uu.nl

Eusebius Doedel

Professor of Computer Science, Concordia University

Verified email at cs.concordia.ca - Homepage

numerical analysis scientific computing dynamical systems bifurcation theory


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AUTO-07P: Continuation and bifurcation software for ordinary differential equations EJ Doedel, AR Champneys, F Dercole, TF Fairgrieve, YA Kuznetsov, ...	1818	2007
AUTO: A program for the automatic bifurcation analysis of autonomous systems EJ Doedel Congr. Numer 30 (265-284), 25-93, 1981	1186	1981
AUTO94: Software for continuation and bifurcation problems EJ Doedel Appleid Mathematics Report, 1994	1100	1994
Numerical analysis and control of bifurcation problems (I): bifurcation in finite dimensions E Doedel, HB Keller, JP Kernevez International journal of bifurcation and chaos 1 (03), 493-520, 1991	788	1991
AUTO 97: Continuation and bifurcation software for ordinary differential equations (with HomCont) EJ Doedel, AR Champneys, TF Fairgrieve, YA Kuznetsov, B Sandstede, ...	733	1997
Numerical analysis and control of bifurcation problems (II): Bifurcation in infinite dimensions E Doedel, HB Keller, JP Kernevez International Journal of Bifurcation and Chaos 1 (04), 745-772, 1991	491	1991
A survey of methods for computing (un) stable manifolds of vector fields B Krauskopf, HM Osinga, EJ Doedel, ME Henderson, J Guckenheimer, ... International Journal of Bifurcation and Chaos 15 (03), 763-791, 2005	331	2005
AUTO 2000: Continuation and bifurcation software for ordinary differential equations (with HomCont) E Doedel, RC Paffenroth, AR Champneys, TF Fairgrieve, YA Kuznetsov, ... California Institute of Technology, 2002	321	2002
Numerical continuation, and computation of normal forms WJ Beyn, A Champneys, E Doedel, W Govaerts, YA Kuznetsov, ... In Handbook of dynamical systems III: Towards applications, 2001	228	2001
Numerical bifurcation methods and their application to fluid dynamics: analysis beyond simulation HA Dijkstra, FW Wubs, AK Cliffe, E Doedel, IF Dragomirescu, B Eckhardt, ... Communications in Computational Physics 15 (1), 1-45, 2014	186	2014
Numerical computation and continuation of invariant manifolds connecting fixed points MJ Friedman, EJ Doedel SIAM Journal on Numerical Analysis 28 (3), 789-808, 1991	182	1991
Numerical computation and continuation of invariant manifolds connecting fixed points MJ Friedman, EJ Doedel SIAM Journal on Numerical Analysis 28 (3), 789-808, 1991	182	1991
Lecture notes on numerical analysis of nonlinear equations EJ Doedel Numerical Continuation Methods for dynamical systems, 1-49, 2007	176	2007
Numerical computation of heteroclinic orbits EJ Doedel, MJ Friedman Continuation Techniques and Bifurcation Problems, 155-170, 1990	156	1990
Continuation of periodic orbits in conservative and Hamiltonian systems FJ Munoz-Almaraz, E Freire, J Galán, E Doedel, A Vanderbauwhede Physica D: Nonlinear Phenomena 181 (1-2), 1-38, 2003	152	2003
An analytical and numerical study of the bifurcations in a system of linearly-coupled oscillators DG Aronson, EJ Doedel, HG Othmer Physica D: Nonlinear Phenomena 25 (1-3), 20-104, 1987	148	1987
Elemental periodic orbits associated with the libration points in the circular restricted 3-body problem EJ Doedel, VA Romanov, RC Paffenroth, HB Keller, DJ Dichmann, ... International Journal of Bifurcation and Chaos 17 (08), 2625-2677, 2007	134	2007
Computation of periodic solutions of conservative systems with application to the 3-body problem EJ Doedel, RC Paffenroth, HB Keller, DJ Dichmann, J Galán-Vioque, ... International Journal of Bifurcation and Chaos 13 (06), 1353-1381, 2003	122	2003
On the resonance structure in a forced excitable system JC Alexander, EJ Doedel, HG Othmer SIAM Journal on Applied Mathematics 50 (5), 1373-1418, 1990	108	1990
Auto-07p: Continuation and bifurcation software for ordinary differential equations (2007) EJ Doedel, AR Champneys, T Fairgrieve, Y Kuznetsov, B Oldeman, ... Available for download from http://indy. cs. concordia. ca/auto, 2007	106	2007

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