The Trigonometric Polynomial Like Bernstein Polynomial
Copyright policy )The Trigonometric Polynomial Like Bernstein Polynomial
A symmetric basis of trigonometric polynomial space is presented. Based on the basis, symmetric trigonometric polynomial approximants like Bernstein polynomials are constructed. Two kinds of nodes are given to show that the trigonometric polynomial sequence is uniformly convergent. The convergence of the derivative of the trigonometric polynomials is shown. Trigonometric quasi-interpolants of reproducing one degree of trigonometric polynomials are constructed. Some interesting properties of the trigonometric polynomials are given.
- Central South University China (People's Republic of)
- American Mathematical Society United States
Technology, T, Science, Q, R, Computational Biology, Reproducibility of Results, Models, Theoretical, Medicine, Algorithms, Research Article
Technology, T, Science, Q, R, Computational Biology, Reproducibility of Results, Models, Theoretical, Medicine, Algorithms, Research Article
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