BifurcationInference.BranchPoint — Type
branch = Branch{V,T}()

Initialises vector of named tuples that contain the following fields

Fields

  • z steady state solutions (u,p) along branch
  • λ vector of eigenvalues
  • ds arclength steps sizes between continuation points
  • bif boolean telling us if point is a bifurcation
BifurcationInference.StateSpace — Method
data = StateSpace( dimension, parameter, targets; nRoots=2, eltype=Float64 )

Define state space with targets to be used in optimisation

Positional Arguments

  • dimension dimensionality of state space u
  • parameter one dimensional bifurcation parameter grid p
  • targets vector of target locations

Keyword Arguments

  • nRoots number of roots to continue solutions from
  • eltype numeric type for vector elements

Struct Fields

  • roots vector of roots F(u.p)=0 to continue solutions from
  • parameter one dimensional bifurcation parameter grid p
  • targets vector of target locations