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MiniMaxApproximation

finds the rational polynomial function of x, with numerator order m and denominator order n, that gives a mini-max approximation to expr on the interval

finds the mini-max approximation to expr, starting the iterative algorithm with approx.

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To use , you first need to load the Function Approximations Package using .

minimizes the maximum value of the relative error between the approximation and expr.

returns , where abscissa is a list of the abscissas where the relative error is a local maximum, approximation is the rational approximant, and maxerror is the global maximum of the relative error.

When an approximation is given as the second argument of , it must have the same form as the result returned by .

The following options can be given:

Bias	0	bias in the automatic choice of interpolation points
Brake	{5,5}	braking to apply on iterative algorithm
Derivatives	Automatic	function to use for derivatives
MaxIterations	20	maximum number of iterations to use
PlotFlag	False	whether to plot relative error
PrintFlag	False	whether to print status information
WorkingPrecision	MachinePrecision	precision to use in internal computations