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### DefinitionsUpDw('Definitions','-Abz-');

1. The Horner scheme is a fast algorithm for dividing a polynomial by a linear polynomial with Ruffini's rule.
2. The Horner scheme is an algorithm for the efficient evaluation of polynomial functions, and for dividing polynomials by linear polynomials.
3. The Horner scheme is a sequential structure while the direct scheme allows some internal parallelism.

### SchemeUpDw('SCHEME','-Abz-');

1. The Horner scheme is a sequential structure while the direct scheme allows some internal parallelism.

### PolynomialUpDw('POLYNOMIAL','-Abz-');

1. But even evaluating a polynomial is not straightforward: the Horner scheme is often more efficient than the obvious method.

### Multivariate PolynomialsUpDw('MULTIVARIATE_POLYNOMIALS','-Abz-');

1. We present an efficient version of the Horner scheme for the evaluation of multivariate polynomials and study its stability properties.

### Linear PolynomialsUpDw('LINEAR_POLYNOMIALS','-Abz-');

1. The Horner scheme is an algorithm for the efficient evaluation of polynomial functions, and for dividing polynomials by linear polynomials.

### Horner SchemeUpDw('HORNER_SCHEME','-Abz-');

1. The Horner scheme is a fast algorithm for dividing a polynomial by a linear polynomial with Ruffini's rule.
2. For polynomials, a better approach is using the Horner scheme, since it reduces the necessary number of multiplications and additions.
3. Evaluation of polynomials To evaluate a polynomial in monomial form one can use the Horner scheme. (Web site)

### CategoriesUpDw('Categories','-Abz-');

1. Linear Polynomial
2. Fast Algorithm
3. Polynomial Functions
4. Multivariate Polynomials
5. Multiplications
6. Books about "Horner Scheme" in Amazon.com  Short phrases about "Horner Scheme"   Originally created: March 20, 2008.   Links checked: January 04, 2013.   Please send us comments and questions by this Online Form   Please click on to move good phrases up.
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