Chapter: Sparse Hensel Algorithms

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Home > Effective Polynomial Computation > Sparse Hensel Algorithms

Effective Polynomial Computation |

Richard Zippel

Springer US

Sparse Hensel Algorithms

Chapter Info

Authors

Richard Zippel

ARI Id

1664249795360_924057

Access

Not Available Free

Pages

285-291

DOI

10.1007/978-1-4615-3188-3_17

Chapter URL

https://rd.springer.com/chapter/10.1007/978-1-4615-3188-3_17

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Chapters/Headings	Author(s)	Pages	Info
Front Matter		i-xi
Euclid’s Algorithm	Richard Zippel	1-10
Continued Fractions	Richard Zippel	11-39
Diophantine Equations	Richard Zippel	41-55
Lattice Techniques	Richard Zippel	57-72
Arithmetic Functions	Richard Zippel	73-84
Residue Rings	Richard Zippel	85-106
Polynomial Arithmetic	Richard Zippel	107-124
Polynomial GCD’s Classical Algorithms	Richard Zippel	125-136
Polynomial Elimination	Richard Zippel	137-156
Formal Power Series	Richard Zippel	157-172
Bounds on Polynomials	Richard Zippel	173-187
Zero Equivalence Testing	Richard Zippel	189-206
Univariate Interpolation	Richard Zippel	207-229
Multivariate Interpolation	Richard Zippel	231-246
Polynomial GCD’s Interpolation Algorithms	Richard Zippel	247-259
Hensel Algorithms	Richard Zippel	261-283
Sparse Hensel Algorithms	Richard Zippel	285-291
Factoring over Finite Fields	Richard Zippel	293-302
Irreducibility of Polynomials	Richard Zippel	303-319
Chapters/Headings	Author(s)	Pages	Info

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