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If the algorithm is running on the algorithm's input the length of the polynomial, generally is considered to be a good algorithm.

The constitution theory of a properly posed set of nodes for the multivariate polynomial graded interpolation is studied deeply inthe paper.

In this treatise, the authors present the general theory of orthogonal polynomials on the complex plane and several of its applications.

The method of least-squares approximation accompanied by orthogonal polynomials is one of these approximation methods.

Furthermore, the centroid of a tensor product of a simple Lie triple system and a polynomial ring is completely determined.

The approach starts from an analysis of spherical harmonics and finds out a quadratic polynomial form of environment mapping.

Polynomial kernel is investigated and widely used for text categorization because of it's high generalization performance.

Obtaining the spectrum of Zernike polynomials is the key to fit the surface errors by Zernike polynomials correctly.

But the square root does not transform an exponential time into a polynomial time; it just produces a smaller exponential.