Fourier Series for Functions Defined on Arbitrary Limited Intervals with Polynomial Expansion
Abstract
Fourier series for functions defined on general interval [a, b] are discussed. Polynomial expansions to larger domain are introduced that can achieve the desired smoothness and improve the convergence rate.
Full Text: PDF DOI: 10.15640/arms.v4n2a2
Abstract
Fourier series for functions defined on general interval [a, b] are discussed. Polynomial expansions to larger domain are introduced that can achieve the desired smoothness and improve the convergence rate.
Full Text: PDF DOI: 10.15640/arms.v4n2a2
Browse Journals
Journal Policies
Information
Useful Links
- Call for Papers
- Submit Your Paper
- Publish in Your Native Language
- Subscribe the Journal
- Frequently Asked Questions
- Contact the Executive Editor
- Recommend this Journal to Librarian
- View the Current Issue
- View the Previous Issues
- Recommend this Journal to Friends
- Recommend a Special Issue
- Comment on the Journal
- Publish the Conference Proceedings
Latest Activities
Resources
Visiting Status
 Today |
278 |
| Yesterday |
146 |
| This Month |
564 |
| Last Month |
5705 |
 All Days |
1008394 |
 Online |
48 |
