[stepIncreaseFactor]: (default stepIncreaseFactor = 2). Determines how the step size is adjusted.
[numberSuccessesBeforeIncrease]: (default numberSuccessesBeforeIncrease = 4). Determines how the step size is adjusted.
[Predictor]: (default Predictor = RungeKutta4). A method to predict the next point on the homotopy path: choose between RungeKutta4, Tangent, Euler, Secant, Multistep, Certified. The option Certified provides certified tracking.
[MultistepDegree]: (default MultistepDegree = 3). Degree of the Multistep predictor.
[maxCorrSteps]: (default maxCorrSteps = 3). Max number of steps corrector takes before a failure is declared.
[CorrectorTolerance]: (default CorrectorTolerance = .000001). Corrector succeeds if the relative error does not exceed this tolerance.
[EndZoneFactor]: (default EndZoneFactor = .05). Determines the size of the "end zone", the interval at the end of the path where CorrectorTolerance is tighter.
[InfinityThreshold]: (default InfinityThreshold = 100000). Paths are truncated if the norm of the approximation exceeds the threshold.
[Projectivize]: (default Projectivize = false). If true then the system is homogenized and the projective tracker is executed.
[Normalize]: (default Normalize = false). Normalize the start and target systems w.r.t. the Bombieri-Weyl norm.
[NoOutput]: (default NoOutput = false). If true, no output is produced (used by developers).
[Iterations]: (default Iterations = 30). Number of refining iterations of Newton's method.
[Bits]: (default Bits = 300). Number of bits of precision.
[ErrorTolerance]: (default ErrorTolerance = 1e-8). A bound on the desired estimated error.
[ResidualTolerance]: (default ResidualTolerance = 1e-8). A bound on desired residual.