analysis: analysis::C2Functions::bessj

def analysis.C2Functions.bessj_adaptive	(	n,
		z,
		derivs = `1`
	)

Definition at line 1728 of file C2Functions.py.

01728                                           :
01729             f=C2cos(C2Linear(slope=n) - C2Constant(z) * C2sin)
01730             pc=8
01731             g=_numeric.array(range(pc), _numeric_float)*(math.pi/(pc-1))
01732             return sum(f.partial_integrals(g, absolute_error_tolerance=1e-14, relative_error_tolerance=1e-14, debug=0, derivs=derivs))/math.pi, f.total_func_evals
01733 
        for order, x in ( (0, 0.1), (0,5.5), (2,3.7), (2,30.5)):

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