الفهرس 
English SummaryOnly 14 pages are availabe for public view
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Abstract
In this thesis a brief review of some special functions interesting in physics, such as r, Hermite, and Legendre
functions.
In the introduction a historical review of associated Legendre polyamial, its responsibility of appearance of two quantum numbers L,m and their complex expressions.
In chapter I description of r function as Euler definition, Weirestrass and Factorial definitions.
Also description of Hermite polynomial, its application in harmonic oscillator problem.
In chapter II details of properties of Legendre polynomials; orthogonal, normalization; and how any function F(z) could be represented as a power series in terms of Legendre polynomial.
In chapter Ill a brief presentation of some applications of Legendre polynomial in physics, e.g. in scattering theory in high energy hysics and gravitation.