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- Newsgroups: sci.math
- Path: sparky!uunet!munnari.oz.au!bunyip.cc.uq.oz.au!griffin!tomahawk.me.gu.edu.au!jchen
- From: jchen@sct.gu.edu.au (Jinghong CHEN)
- Subject: To express Q(x)/P(x) into continued fraction
- Message-ID: <1992Nov5.064414.28859@griffin.itc.gu.edu.au>
- Originator: jchen@tomahawk.me.gu.edu.au
- Sender: news@griffin.itc.gu.edu.au
- Nntp-Posting-Host: tomahawk.me.gu.edu.au
- Organization: Griffith University, Brisbane, Australia
- Date: Thu, 5 Nov 92 06:44:14 GMT
- Lines: 24
-
-
- Suppose there are two n-th order polynomials Q(x) and P(x), how can we
- express Q(x)/P(x) into a continued fraction, i.e.
-
- Q(x) a0
- ------ = ----------------------
- P(x) a1
- x + -----------------
- an
- x + ... + ------
- x + a
-
- I am not sure if it is possible. Thank you in advance.
-
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- J.CHEN |E-MAIL: jchen@tomahawk.me.gu.edu.au
- School of Microelectronic Engineering| Phone: +61-7-8755050
- Faculty of Science and Technology | Fax: +61-7-8755198
- Griffith University | Fax: +61-7-8755050
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