New Extrapolation Formula (Al-karamy3) to improve the results of numerical integrals
DOI:
https://doi.org/10.61841/twtdzv65Keywords:
Numerical integration 65D30, Regardson Accelerating 65B99, Taylor series 30K05, Newton–Cotes formulasAbstract
The main objective of this research is to find a new Extrapolation formula derivative to produce results for numerical integrations. By using the Regardson acceleration as well as utilizing the rest of the excitation lines and the Mcluren series of the Pocket function to improve the accuracy of the results obtained from the Regardson acceleration application.
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1. Alsharify, Fouad H.A., Nada A.M. Al-Karamy., Safaa M., " New Extrapolation Rule to Increase the Accuracy of Numerical Integrals Results ", Journal of the Advnced Research in Dynamical Systems ,Vol 10,12 spcial Issue, 2018.
2. Al karamy, Nada A.M.,” New Acceleration Formula For Improvement Results Of The
3. Numerical Integrations”, University of Karbala Scientific Journal, Vol 15, Issue 2 ,Seq 12و2017.
4. Mohammed,ali Hassan, 2Asmahan Abed Yasir, “Hyperbolic Functions of Al-Tememe Acceleration Methods for Improving the Values of Integrations Numerically of First Kind”, International Journal of Engineering and Information Systems (IJEAIS), Vol. 3 Issue 5, 2019.
5. Sefi, Ali Mohamed Sadek,” Principles of numerical analysis”, University of Baghdad College of Science, 1985.
6. Karmi,. Nada Ahmad Muhammad Taha., "A new accelerated formula [2] to improve the results of integrals numerically", Karbala Scientific Journal, Volume 15, Issue 2, Seq 12 and 2017.
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