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A generalization of Bateman's expansion and finite integrals of Sonine's

https://aisberg.unibg.it/handle/10446/24078

end{align*} Then, for any non negative integer $n$,% egin{multline*} int_{0}^{frac{pi}{2}}Gleft( alpha,, eta,,x^{2}sin^{2}phi ,,y^{2}cos^{2}phi ight) P_{n}^{alpha,, eta}left( cos2phi ight) ,sin^{2alpha+1}phicos^{2 eta+1}phi,dphi\ =frac{1}{2}H_{n}left( alpha+ eta+1,,x^{2}+y^{2} ight) P_{n}% ^{alpha,, eta}left( frac{y^

A generalization of Bateman's expansion and finite integrals of Sonine's

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