Representaciones integrales de las funciones de Bessel-Clifford de tercer orden

Abstract

In this paper, we establish some integral representations for the so-called Bessel-Clifford functions of the third order [6]. These representations involve the third order sinus f1, f2 and f3, the Appell's functions P, Q, and R, and certain functions cer x and cei x (of similar structure to the well-known ber x and bei x , due to Kelvin) , as well as some integral formulas of the Sonine and Weber types.