Pages that link to "Item:Q4509866"
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The following pages link to Computing Periodic Orbits and their Bifurcations with Automatic Differentiation (Q4509866):
Displaying 23 items.
- Systematic search of symmetric periodic orbits in 2DOF Hamiltonian systems (Q602355) (← links)
- VSVO formulation of the Taylor method for the numerical solution of ODEs (Q814072) (← links)
- Continuation of limit cycles near saddle homoclinic points using splines in phase space (Q1041875) (← links)
- Hyperbolic periodic orbits in nongradient systems and small-noise-induced metastable transitions (Q1683474) (← links)
- Performance of the Taylor series method for ODEs/DAEs (Q1774860) (← links)
- Convergence analysis of a numerical method to solve the adjoint linearized periodic orbit equations (Q1957193) (← links)
- Automatic differentiation for Fourier series and the radii polynomial approach (Q1999949) (← links)
- Using automatic differentiation to compute periodic orbits of delay differential equations (Q2026590) (← links)
- Sensitivity tools vs. Poincaré sections (Q2483608) (← links)
- Periodic orbits of hybrid systems and parameter estimation via AD (Q2844241) (← links)
- PAINTING CHAOS: A GALLERY OF SENSITIVITY PLOTS OF CLASSICAL PROBLEMS (Q3498688) (← links)
- HARMONIC DISTORTION ANALYSIS BASED ON HOPF BIFURCATION THEOREM AND FAST FOURIER TRANSFORM (Q3498745) (← links)
- BIFURCATIONS AND CHAOS IN HAMILTONIAN SYSTEMS (Q3586848) (← links)
- ON SEMI-ANALYTICAL PROCEDURE FOR DETECTING LIMIT CYCLE BIFURCATIONS (Q4655610) (← links)
- DETECTION OF LIMIT CYCLE BIFURCATIONS USING HARMONIC BALANCE METHODS (Q4669095) (← links)
- Towards a full higher order AD-based continuation and bifurcation framework (Q4685590) (← links)
- A chaotic lattice field theory in one dimension* (Q5054696) (← links)
- (Q5134667) (← links)
- A Numerical Method for Computing Time‐Periodic Solutions in Dissipative Wave Systems (Q5256485) (← links)
- IMPROVED NUMERICAL FLOQUET MULTIPLIERS (Q5474220) (← links)
- TEMPORAL TRANSFORMATIONS AND VISUALIZATION DIAGRAMS FOR NONSMOOTH PERIODIC MOTIONS (Q5474269) (← links)
- Detecting period-doubling bifurcation: an approximate monodromy matrix approach. (Q5950252) (← links)
- Higher-order reverse automatic differentiation with emphasis on the third-order (Q5962714) (← links)