Parallel recusive algorithms for inverse discrete Legendre transform and inverse discrete Laguerre transform

Maurice Aburdene; Jianqing Zheng; R.J. Kozick

Parallel recusive algorithms for inverse discrete Legendre transform and inverse discrete Laguerre transform

Maurice Aburdene, Jianqing Zheng, R.J. Kozick

Bucknell University

Research output: Contribution to journal › Article › peer-review

Abstract

This paper presents parallel recursive algorithms for the computation of the inverse discrete Legendre transform (DPT) and the inverse discrete Laguerre transform (IDLT). These recursive algorithms are derived using Clenshaw's recurrence formula, and they are implemented with a set of parallel digital filters with time-varying coefficients.

Original language	American English
Journal	Default journal
Volume	2
State	Published - Jan 1 1996

Cite this

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abstract = " This paper presents parallel recursive algorithms for the computation of the inverse discrete Legendre transform (DPT) and the inverse discrete Laguerre transform (IDLT). These recursive algorithms are derived using Clenshaw's recurrence formula, and they are implemented with a set of parallel digital filters with time-varying coefficients.",

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AB - This paper presents parallel recursive algorithms for the computation of the inverse discrete Legendre transform (DPT) and the inverse discrete Laguerre transform (IDLT). These recursive algorithms are derived using Clenshaw's recurrence formula, and they are implemented with a set of parallel digital filters with time-varying coefficients.

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Parallel recusive algorithms for inverse discrete Legendre transform and inverse discrete Laguerre transform

Abstract

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