id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
fuelectenerg-1920	Stojanovic, Nikola; Stamenkovic, Negovan	LOWPASS FILTERS APPROXIMATION BASED ON THE ORTHOGONAL JACOBI POLYNOMIAL	2017	12	.pdf	application/pdf	12524	627	58	We propose the following modified jacobi polynomials, based on the summation of two Jacobi orthogonal polynomials which have the same degree n, as J (α ,β) n (x) = P(α ,β) n (x)+P(β ,α) n (x) (15) where P(α ,β) n (x) is above mentioned classical Jacoby orthogonal polynomial in x. One can easily show that modified jacobi polynomial (15) is not orthogonal polynomial except in the case when α = β is. However, the resulting degree of modified jacobi polynomial is n, which is pure odd or pure even polynomial in x, and hence the realization of the lowpass filter is possible for all specifications if they are used as characteristic function.	cache/fuelectenerg-1920.pdf	txt/fuelectenerg-1920.txt