Hypergeometric pFq, and related functions# Struve function \(\mathbf{H}_0(x)\)# math53.struve_h0(x)# Returns the Struve function \(H_0(x)\) See also: Ehrhardt [309] (3.1.9.1), Mpmath [763]. An example in Python >>> from xlcalcnet import ereal >>> ereal.StruveH0(0.5) ereal('5.2359877559829887307E-1') >>> ereal.StruveH0('0.51') ereal('5.3518479027559984754E-1') Struve function \(\mathbf{H}_1(x)\)# math53.struve_h1(x)# Returns the Struve function \(H_1(x)\) See also: Ehrhardt [309] (3.1.9.2), Mpmath [763]. An example in Python >>> from xlcalcnet import ereal >>> ereal.StruveH1(0.5) ereal('5.2359877559829887307E-1') >>> ereal.StruveH1('0.51') ereal('5.3518479027559984754E-1') Struve function \(\mathbf{L}_0(x)\)# math53.struve_l0(x)# Returns the Struve function \(L_0(x)\) See also: Ehrhardt [309] (3.1.9.5). An example in Python >>> from xlcalcnet import ereal >>> ereal.StruveL0(0.5) ereal('5.2359877559829887307E-1') >>> ereal.StruveL0('0.51') ereal('5.3518479027559984754E-1') Struve function \(\mathbf{L}_1(x)\)# math53.struve_l1(x)# Returns the Struve function \(\mathbf{L}_1(x)\) See also: Ehrhardt [309] (3.1.9.6). An example in Python >>> from xlcalcnet import ereal >>> ereal.StruveL1(0.5) ereal('5.2359877559829887307E-1') >>> ereal.StruveL1('0.51') ereal('5.3518479027559984754E-1')