2006Journal of Hunan University of Arts and ScienceRequires access

Fast Algorithm for Near Banded Toeplitz Systems

Yunxiang Li

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Abstract

A new fast solution for near banded Toeplitz systems was described based on fast solution to banded Toeplitz systems and rank-1 updating strategy. It turned a near banded Toeplitz equation into several banded Toeplitz systems. The structure of the new algorithm is simple,and the algorithm can be realized efficiently on parallel computer.

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What this paper is about

A new fast solution for near banded Toeplitz systems was described based on fast solution to banded Toeplitz systems and rank-1 updating strategy. It turned a near banded Toeplitz equation into several banded Toeplitz systems. The structure of the new algorithm is simple,and the algorithm can be realized efficiently on parallel computer.

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Available abstract

A new fast solution for near banded Toeplitz systems was described based on fast solution to banded Toeplitz systems and rank-1 updating strategy. It turned a near banded Toeplitz equation into several banded Toeplitz systems. The structure of the new algorithm is simple,and the algorithm can be realized efficiently on parallel computer.

Key concepts: Toeplitz matrix, Levinson recursion, Rank (graph theory), Algorithm, Simple (philosophy), Mathematics, Computer science, Combinatorics

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