Residue polynomial systems
Abstract
In this paper, we present the basic ideas of the residue polynomial system (RPS), a polynomial analog of the familiar residue number systems (RNS) of integer arithmetic. Many of the properties of the RNS are shared by the RPS. The main exception is that division of polynomials in the RPS is much more tractable than its integer counterpart. Examples are included throughout. The underlying field of coefficients for polynomials under consideration...
Paper Details
Title
Residue polynomial systems
Published Date
May 1, 2002
Journal
Volume
279
Issue
1-2
Pages
29 - 49
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