Jan Sanders (jan.sanders.aatgmail.com)
 Postal Address:
 Dr J.A. Sanders
 Vrije Universiteit
 Faculteit Exacte Wetenschappen
 Afdeling Wiskunde
 De Boelelaan 1081a
 1081 HV Amsterdam, The Netherlands
 tel: +3120598 7692
 kamer: R3.39
Research
 Editor:
Journal of Nonlinear Mathematical Physics[ JNMP]
 Scholarpedia:
Jan A. Sanders (2006) Averaging. Scholarpedia, 1(11):1760

Reviewed publications:
[ AMS reviews]

Book:
[ Averaging Methods]
Recent papers

Coupled cell networks and their hidden symmetries
[pdf]

Amplified Hopf bifurcations in feedforward networks
[pdf]

Automorphic Lie Algebras with Dihedral Symmetry
[pdf]

Coupled cell networks: semigroups, Lie algebras and normal forms
[pdf]

Normal forms for HopfZero singularities with nonconservative nonlinear part.
[pdf]

On the computation of unique normal forms and quadratic convergence
[pdf]

On the Classification of Automorphic Lie Algebras
[ Open Access]

Integrable systems in symplectic geometry
[pdf]

Number Theory and the Symmetry Classification of Integrable Systems
[dvi,
pdf]

Integrable Systems in Symplectic Geometry
[dvi,
pdf]

Stanley decomposition of the joint covariants of three quadratics
[dvi,
pdf]

Transvection and differential invariants of parametrized curves
[dvi,
pdf
]

A new transvectant algorithm for nilpotent normalforms
[dvi,
pdf]

Normal forms of 3 degree of freedom Hamiltonian systems at equilibrium
in the resonant case
[dvi,
pdf]

Normal form in filtered Lie algebra representations
[dvi,
pdf,
ps]

Symbolic Computation of Polynomial Conserved Densities,
Generalized Symmetries, and Recursion Operators for
Nonlinear DifferentialDifference Equations
[dvi,
pdf]

Integrable Systems in ndimensional conformal geometry
[dvi],
[pdf]

Integrable Systems in ndimensional Riemannian Geometry
[dvi,
pdf]

A spectral sequence approach to normal forms
[dvi,
pdf]

Nonlocal symmetries for the CDIS equations
[dvi,
pdf]

Normal form theory and spectral sequences
[dvi,
pdf]

Ghost Symmetries
[dvi,
pdf]

On testing integrability
[dvi,
pdf]

On a family of operators and their Lie algebras
[dvi,
pdf]

Integrable systems in 3 dimensional Riemannian geometry
[dvi,
pdf]

On the Integrability of Systems of second order Evolution Equations with two Components
[dvi,
pdf]

Integrable Systems and their Recursion Operators
[dvi,
pdf]

On Recursion Operators
[dvi,
pdf]

On Integrability of Evolution Equations and Representation Theory
[dvi,
pdf]

Almost Integrable Evolution Equations
[dvi,
pdf]

The symbolic method and cosymmetry integrability of evolution equations
[dvi,
pdf]

Multilinear Hirota operators, modular forms and the Heisenberg algebra
[dvi,
pdf]

Classification of SymmetryIntegrable Evolution Equations
[dvi,
pdf]

On the Integrability of NonPolynomial Scalar Evolution Equations
[dvi,
pdf]

On Integrability of Systems of Evolution Equations
[dvi,
pdf]

Transvectants, Modular Forms, and the Heisenberg Algebra
[dvi,
pdf]

One Symmetry Does Not Imply Integrability
[dvi,
pdf]

On the Integrability of Scalar Evolution Equations
[dvi,
pdf]

Hodge decomposition and conservation laws
[dvi,
pdf]

Hamiltonian structure of the reversible nonsemisimnple 1:1 resonance
[pdf]
Maintained by: jan.sanders.aatgmail.com
Last modified: July 3, 2013