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The following pages link to Normal forms for nonlinear vector fields. I. Theory and algorithm (Q4733140):
Displaying 32 items.
- Hypernormal form theory: foundations and algorithms (Q704228) (← links)
- The simplest parametrized normal forms of Hopf and generalized Hopf bifurcations (Q842224) (← links)
- Symbolic computation for center manifolds and normal forms of Bogdanov bifurcation in retarded functional differential equations (Q876961) (← links)
- Bogdanov-Takens singularity in Van der Pol's oscillator with delayed feedback (Q878966) (← links)
- Hopf-pitchfork bifurcation in van der Pol's oscillator with nonlinear delayed feedback (Q972456) (← links)
- Hypernormal forms for equilibria of vector fields. Codimension one linear degeneracies (Q1293279) (← links)
- The limited effectiveness of normal forms: A critical review and extension of local bifurcation studies of the Brusselator PDE (Q1349351) (← links)
- A matching pursuit technique for computing the simplest normal forms of vector fields (Q1404420) (← links)
- Forme normale pour NLS en dimension quelconque. (Normal form for NLS in arbitrary dimension) (Q1414797) (← links)
- Generalized normal forms for polynomial vector fields (Q1606238) (← links)
- Computation of the simplest normal forms with perturbation parameters based on Lie transform and rescaling (Q1612380) (← links)
- Quasi-homogeneous normal forms (Q1863689) (← links)
- A direct approach for simplifying nonlinear systems with external periodic excitation using normal forms (Q2023087) (← links)
- Realizability of the normal forms for the non-semisimple 1:1 resonant Hopf bifurcation in a vector field (Q2213861) (← links)
- Hopf-pitchfork bifurcation in a simplified BAM neural network model with multiple delays (Q2453194) (← links)
- Normal forms of vector fields with perturbation parameters and their application (Q2468108) (← links)
- The simplest normal form and its application to bifurcation control (Q2468193) (← links)
- A Maple program for computing a terms of a center manifold, and element of bifurcations for a class of retarded functional differential equations with Hopf singularity (Q2493679) (← links)
- Unique orbital normal forms for vector fields of Hopf-zero singularity (Q2570842) (← links)
- FORMAL DECOMPOSITION METHOD AND PARAMETRIC NORMAL FORMS (Q3086267) (← links)
- Normal forms for nonlinear vector fields. II. Applications (Q3480954) (← links)
- FURTHER REDUCTION OF NORMAL FORMS AND UNIQUE NORMAL FORMS OF SMOOTH MAPS (Q3536109) (← links)
- THEORIES OF MULTI-PULSE GLOBAL BIFURCATIONS FOR HIGH-DIMENSIONAL SYSTEMS AND APPLICATION TO CANTILEVER BEAM (Q3611543) (← links)
- (Q3771296) (← links)
- Constrained systems, characteristic surfaces, and normal forms (Q3788337) (← links)
- AN EFFICIENT METHOD FOR COMPUTING THE SIMPLEST NORMAL FORMS OF VECTOR FIELDS (Q4653786) (← links)
- A SUFFICIENT CONDITION FOR THE UNIQUENESS OF NORMAL FORMS AND UNIQUE NORMAL FORMS OF GENERALIZED HOPF SINGULARITIES (Q4655722) (← links)
- UNIQUE NORMAL FORMS FOR NILPOTENT PLANAR VECTOR FIELDS (Q4736288) (← links)
- Hypernormal Form for the Hopf-Zero Bifurcation (Q4941351) (← links)
- BIFURCATION ANALYSIS AND CONTROL OF NONLINEAR SYSTEMS WITH A NONSEMISIMPLE ZERO AT CRITICALITY AND APPLICATION (Q5474129) (← links)
- COMPUTATION OF SIMPLEST NORMAL FORMS OF DIFFERENTIAL EQUATIONS ASSOCIATED WITH A DOUBLE-ZERO EIGENVALUE (Q5474195) (← links)
- Symmetry and perturbation theory in non-linear dynamics (Q6599392) (← links)