DIVISION THEOREM FOR 2-D POLYNOMIAL MATRICES: BEZOUT'S THEOREM.

E. B. Lee; J. N. Chiasson

DIVISION THEOREM FOR 2-D POLYNOMIAL MATRICES: BEZOUT'S THEOREM.

E. B. Lee, J. N. Chiasson

Electrical Engineering Department

University of Minnesota Twin Cities

Research output: Contribution to conference › Paper › peer-review

Abstract

The theory of division for polynomial matrices in one variable is known. In this note we show that the pertinent classical result may be extended to 2-D polynomial matrices by proving: Bezout's Theorem for 2-D polynomial matrices.

Original language	English
Pages	409
Number of pages	1
State	Published - 1984

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title = "DIVISION THEOREM FOR 2-D POLYNOMIAL MATRICES: BEZOUT'S THEOREM.",

abstract = "The theory of division for polynomial matrices in one variable is known. In this note we show that the pertinent classical result may be extended to 2-D polynomial matrices by proving: Bezout's Theorem for 2-D polynomial matrices.",

author = "Lee, {E. B.} and Chiasson, {J. N.}",

year = "1984",

language = "English",

pages = "409",

}

TY - CONF

T1 - DIVISION THEOREM FOR 2-D POLYNOMIAL MATRICES

T2 - BEZOUT'S THEOREM.

AU - Lee, E. B.

AU - Chiasson, J. N.

PY - 1984

Y1 - 1984

N2 - The theory of division for polynomial matrices in one variable is known. In this note we show that the pertinent classical result may be extended to 2-D polynomial matrices by proving: Bezout's Theorem for 2-D polynomial matrices.

AB - The theory of division for polynomial matrices in one variable is known. In this note we show that the pertinent classical result may be extended to 2-D polynomial matrices by proving: Bezout's Theorem for 2-D polynomial matrices.

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M3 - Paper

AN - SCOPUS:0021563412

SP - 409

ER -

DIVISION THEOREM FOR 2-D POLYNOMIAL MATRICES: BEZOUT'S THEOREM.

Abstract

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