Titlebook: Effective Polynomial Computation; Richard Zippel Book 1993 Springer Science+Business Media New York 1993 Approximation.Diophantine approxi

Detoxification

山間窄路

0893-3405 g polynomials including factoring polynomials. Thesealgorithms are discussed from both a theoretical and practicalperspective. Those cases where theoretically optimal algorithms areinappropriate are discussed and the practical alternatives areexplained...Effective Polynomial Computation. provides mu

同步信息

現(xiàn)存

https://doi.org/10.1007/978-3-663-13642-2on on which to build more complex structures like rational functions, algebraic functions, power series and rings of transcendental functions. And third, the algorithms for polynomial arithmetic are well understood, efficient and relatively easy to implement.

Munificent

amphibian

Meager

Diophantine Equations,arithmetic, quantum mechanics and the discretization introduced by synchronous computers, they arise in a number of practical situations. This chapter discusses several different classes of diophantine equations that frequently arise and techniques for their solution.

物質(zhì)

Zero Equivalence Testing,when done properly, only requires time polynomial in the size of the answer. This is often called . model of computation since the polynomials are treated as opaque boxes—how the values of the polynomial are computed is available to us.

憂傷

環(huán)形