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International Journal of Control Volume 34, 1981 - Issue 1
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Correspondence

Correspondence Inversion of a 2D continued fraction

KUMKUM GARG Department of Electronics and Communication Engineering, University of Roorkee-247672, IndiaView further author information
&
HARPREET SINGH Department of Electronics and Communication Engineering, University of Roorkee-247672, India
Pages 191-196 | Received 10 Feb 1981, Published online: 24 Oct 2007
 
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Abstract

This paper gives an unique method for inversion of a given two-dimensional (2D) continued fraction into the corresponding 2D transfer function. The procedure can prove very useful in the reduction of large 2D systems represented by a continued fraction.

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Notes on contributors

KUMKUM GARG

This paper gives an unique method for inversion of a given two-dimensional (2D) continued fraction into the corresponding 2D transfer function. The procedure can prove very useful in the reduction of large 2D systems represented by a continued fraction.

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