Pages that link to "Item:Q378312"
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The following pages link to Numerical bifurcation analysis of the pattern formation in a cell based auxin transport model (Q378312):
Displaying 10 items.
- Regulated transport as a mechanism for pattern generation: capabilities for phyllotaxis and beyond (Q1621085) (← links)
- Fast derivatives of likelihood functionals for ODE based models using adjoint-state method (Q1695436) (← links)
- Scaling relations for auxin waves (Q2081403) (← links)
- Numerical bifurcation analysis and pattern formation in a minimal reaction-diffusion model for vegetation (Q2115990) (← links)
- Pattern formation in auxin flux (Q2250024) (← links)
- Bifurcation analysis of reaction diffusion systems on arbitrary surfaces (Q2408838) (← links)
- Homogeneous auxin steady states and spontaneous oscillations in flux-based auxin transport models (Q2871365) (← links)
- Experimental Tracking of Limit-Point Bifurcations and Backbone Curves Using Control-Based Continuation (Q2973256) (← links)
- Towards Scalable Automatic Exploration of Bifurcation Diagrams for Large-Scale Applications (Q5152898) (← links)
- Solving General Auxin Transport Models with a Numerical Continuation Toolbox in Python: PyNCT (Q5376912) (← links)
