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1. Synthetic Division: Polynomial
 
2. The interlace polynomial: A new
 
3. Generalized characteristic polynomials
 
4. Root isolation and root approximation
 
5. Tables for graduating orthogonal
 
6. Conditions Satisfied By Characteristic
 
7. A fast algorithm for rational
 
8. Neural networks, error-correcting
 
9. On the numerical condition of
 
10. On the distance to the zero set
 
11. Some algebraic and geometric computations
 
12. On a problem of Chebyshev (Mimeograph
 
13. D[subscript s]-optimal designs
 
14. On the zeros of a polynomial vector
 
15. Fitting circle polynomials to
 
16. Optimal designs for estimating
 
17. Convexity and Bernstein polynomials
 
18. Variable reluctance motor characterization
 
19. Optimum polynomials for representing
 
20. A note on computer experiments

1. Synthetic Division: Polynomial Long Division, Algorithm, Algebra, Polynomial, Long Division, Ruffini's Rule, Polynomial Remainder Theorem, Euclidean Domain, Gröbner Basis
Paperback: 80 Pages (2010-02-03)
list price: US$48.00
Isbn: 6130358490
Canada | United Kingdom | Germany | France | Japan
Editorial Review

Product Description
High Quality Content by WIKIPEDIA articles! Synthetic division is a method of performing polynomial long division, with less writing and fewer calculations. It is mostly taught for division by binomials of the form x ? a, but the method generalizes to division by any monic polynomial. This method can be used instead of long division on integers by considering 10 = x and only substituting 10 back in at the end.The most useful aspect of synthetic division is that it allows one to calculate without writing variables using fewer calculations. As well, it takes significantly less space than long division. Most importantly, the subtractions in long division are converted to additions by switching the signs at the very beginning, preventing sign errors. ... Read more


2. The interlace polynomial: A new graph polynomial (Research report / International Business Machines Corporation. Research Division)
by Richard Arratia
 Unknown Binding: 25 Pages (2000)

Asin: B0006RILUS
Canada | United Kingdom | Germany | France | Japan

3. Generalized characteristic polynomials (Report. University of California, Berkeley. Computer Science Division)
by John Canny
 Unknown Binding: 11 Pages (1988)

Asin: B00071SBOY
Canada | United Kingdom | Germany | France | Japan

4. Root isolation and root approximation for polynomials in Bernstein form (Research report RC. International Business Machines Corporation. Research Division)
by V. T Rajan
 Unknown Binding: 24 Pages (1988)

Asin: B00071KUWU
Canada | United Kingdom | Germany | France | Japan

5. Tables for graduating orthogonal polynomials, (Commonwealth Scientific and Industrial Research Organization, Australia. Division of Mathematical Statistics technical paper)
by E. A Cornish
 Unknown Binding: 20 Pages (1962)

Asin: B0007JI1ZU
Canada | United Kingdom | Germany | France | Japan

6. Conditions Satisfied By Characteristic Polynomials in Fields and Division Algebras: MSRI 1000-009
by Zinovy; Boris Youssin Reichstein
 Paperback: Pages (2000)

Asin: B000KGKHSY
Canada | United Kingdom | Germany | France | Japan

7. A fast algorithm for rational interpolation via orthogonal polynomials (Report, CS. University of California, Berkeley. Computer Science Division)
by Ömer Nuri Eğecioğlu
 Unknown Binding: 43 Pages (1987)

Asin: B000715U8O
Canada | United Kingdom | Germany | France | Japan

8. Neural networks, error-correcting codes and polynomials over the binary n-cube (Research report RJ. International Business Machines Corporation. Research Division)
by Jehoshua Bruck
 Unknown Binding: 30 Pages (1987)

Asin: B00071E7IS
Canada | United Kingdom | Germany | France | Japan

9. On the numerical condition of Bernstein Polynomials (Research Report RC. International Business Machines Corporation. Research Division)
by Rida T Farouki
 Unknown Binding: 35 Pages (1987)

Asin: B000714QZC
Canada | United Kingdom | Germany | France | Japan

10. On the distance to the zero set of a homogeneous polynomial (Research report RC. International Business Machines Corporation. Research Division)
by Michael Shub
 Unknown Binding: Pages (1989)

Asin: B00071O3Z0
Canada | United Kingdom | Germany | France | Japan

11. Some algebraic and geometric computations in PSPACE (Report. University of California, Berkeley. Computer Science Division)
by John Canny
 Unknown Binding: 17 Pages (1988)

Asin: B00071SBNK
Canada | United Kingdom | Germany | France | Japan

12. On a problem of Chebyshev (Mimeograph series / Dept. of Statistics, Division of Mathematical Sciences)
by W. J. (William J.) Studden
 Unknown Binding: 10 Pages (1979)

Asin: B0006XHR6Q
Canada | United Kingdom | Germany | France | Japan

13. D[subscript s]-optimal designs for polynomial regression using continued fractions (Mimeograph series / Dept. of Statistics, Division of Mathematical Sciences)
by W. J. (William J.) Studden
 Unknown Binding: 15 Pages (1979)

Asin: B0006XHR98
Canada | United Kingdom | Germany | France | Japan

14. On the zeros of a polynomial vector field (Research report RC. International Business Machines Corporation. Research Division)
by Takis Sakkalis
 Unknown Binding: 12 Pages (1987)

Asin: B00071H1MM
Canada | United Kingdom | Germany | France | Japan

15. Fitting circle polynomials to planar objects (Technical report)
by Mustafa Unel
 Unknown Binding: 17 Pages (1998)

Asin: B0006R9KH6
Canada | United Kingdom | Germany | France | Japan

16. Optimal designs for estimating the slope of a polynomial regression (Mimeograph series)
by Vedula N Murty
 Unknown Binding: Pages (1971)

Asin: B0006XLSZW
Canada | United Kingdom | Germany | France | Japan

17. Convexity and Bernstein polynomials on k-simploids (Research report RC. International Business Machines Corporation. Research Division)
by Wolfgang Dahmen
 Unknown Binding: 25 Pages (1988)

Asin: B00071ITYG
Canada | United Kingdom | Germany | France | Japan

18. Variable reluctance motor characterization by fitting piecewise polynomials in two variables to flux (Research Report RC. International Business Machines Corporation. Research Division)
by Dennis G Manzer
 Unknown Binding: 14 Pages (1987)

Asin: B000714R4M
Canada | United Kingdom | Germany | France | Japan

19. Optimum polynomials for representing temperature-emf data for thermocouples over limited ranges (Technical paper ... of the Division of Building Research)
by C. J Shirtliffe
 Unknown Binding: 88 Pages (1971)

Asin: B0007CBZWI
Canada | United Kingdom | Germany | France | Japan

20. A note on computer experiments with chaotic shattering of level sets (Research report RC. International Business Machines Corporation. Research Division)
by Clifford A Pickover
 Unknown Binding: 14 Pages (1988)

Asin: B00071MGFE
Canada | United Kingdom | Germany | France | Japan

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