Ordinary Differential Equation Systems in Ecology
Stable Focus
Stable Node
Print Brief Details of Population Dynamics Data
Print Brief Details of a Phase Point
Print Brief Details of a Phase Velocity Vector
Divide Operator for Phase Points
Extract Parts of an Population Dynamics Data
Multiply Operator for Phase Points
Saddle
Subtract Operator for Phase Points
ecode: Ordinary Differential Equation Systems in Ecology
Find Equilibrium Point
System Matrix
Velocity Vector
Grid Search For Optimal Parameters
Centre
Stable Equilibrium Point
Unstable Focus
Unstable Node
Test the Validity of a Phase Point
Calculate Loss Function
Print Brief Details of a Phase Curve
Print Brief Details of a Phase Curve Family
Solve ODEs
Sensitivity Analysis
Set New Constraints
Set New Parameters
Simulated Annealing For Optimal Parameters
Stability Analysis
Create an ODE System
Length of an ODE System
Get Length Of Population Dynamics Data
Variable Calculator In ODE Systems
Plot a Phase Curve in Phase Plane
Create Population Dynamics Data
Distance between Phase Points
Plot Phase Velocity Vector Field
Plot a Phase Curve With Time
Plot Phase Curve Family
Create a Plot of a Phase Velocity Vector
Add Operator for Phase Points
Create a Phase Point
Print Brief Details of an ODE System
A framework to simulate ecosystem dynamics through ordinary differential equations (ODEs). You create an ODE model, tells 'ecode' to explore its behaviour, and perform numerical simulations on the model. 'ecode' also allows you to fit model parameters by machine learning algorithms. Potential users include researchers who are interested in the dynamics of ecological community and biogeochemical cycles.