论文标题

Bessel,Marcum Q-功能和Laguerre多项式的一些有用的集体特性

Some Useful Collective Properties of Bessel, Marcum Q-Functions and Laguerre Polynomials

论文作者

Ozturk, Hakan, Anli, Fikret, Kadem, Abdelouahab

论文摘要

特殊功能已被广泛用于应用科学问题。但是,由于涉及特殊功能的不确定的总和或积分,有很多问题无法实现精确的解决方案。这些障碍迫使研究人员寻求特殊功能的新特性。到目前为止无法解决的许多问题将通过这些努力解决。因此,在本文中,我们得出了贝塞尔函数,marcum Q-功能和拉瓜雷尔多项式的一些有用的属性和相互关系。

Special functions have been used widely in many problems of applied sciences. However, there are considerable numbers of problems in which exact solutions could not be achieved because of undefined sums or integrals involving special functions. These handicaps force researchers to seek new properties of special functions. Many problems that could not be solved so far would be solved by means of these efforts. Therefore in this article, we derived some useful properties and interrelations of each others of Bessel functions, Marcum Q-functions and Laguerre polynomials.

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