solverMLE(...,OptionsNAG4M2=>...) -- use options of "solveSystem" in "NumericalAlgebraicGeometry"

Synopsis

• Usage:

  solverMLE(G,U,ChooseSolver=>"NAG4M2",OptionsEigenSolver=>options solveSystem)

• Inputs:
  • L, a list, of optional inputs to solveSystem

Description

i1 : G=mixedGraph(graph{{a,b},{b,c}})

o1 = MixedGraph{Bigraph => Bigraph{}       }
                Digraph => Digraph{}
                Graph => Graph{a => {b}   }
                               b => {a, c}
                               c => {b}

o1 : MixedGraph

i2 : solverMLE(G,matrix{{1,0,0},{0,1,0},{0,0,1}},ChooseSolver=>"NAG4M2",OptionsNAG4M2=>{tStep =>.01,numberSuccessesBeforeIncrease => 5})

o2 = (2.0876, | .222222  -.111111 .0555556 |, 1)
              | -.111111 .222222  -.111111 |
              | .0555556 -.111111 .222222  |

o2 : Sequence

Further information

• Default value: new OptionTable from {EndZoneFactor => null, maxCorrSteps => null, Predictor => null, stepIncreaseFactor => null, Precision => null, tStep => null, tDegree => null, CorrectorTolerance => null, InfinityThreshold => null, gamma => null, Software => null, ResidualTolerance => null, numberSuccessesBeforeIncrease => null, Normalize => null, SingularConditionNumber => null, Projectivize => null, PostProcess => true, tStepMin => null}
• Function: solverMLE -- Maximum likelihood estimate of a loopless mixed graph
• Option key: OptionsNAG4M2 -- optional parameter to set the parameters of solveSystem in NumericalAlgebraicGeometry

See also

• solverMLE -- Maximum likelihood estimate of a loopless mixed graph
• NumericalAlgebraicGeometry -- Numerical Algebraic Geometry
• solveSystem -- solve a system of polynomial equations

Functions with optional argument named OptionsNAG4M2 :

• solverMLE(...,OptionsNAG4M2=>...) -- use options of "solveSystem" in "NumericalAlgebraicGeometry"