AN EXTRAPOLATORY QUADRATURE RULE FOR ANALYTIC FUNCTIONS
期刊名字: INTERNATIONAL JOURNAL OF RESEARCH -GRANTHAALAYAH (Vol.4, No. 6)Publication Date: 2016-06-30
论文作者 : P. M. Mohanty; M. Acharya;
起始页码 : 8-11
关键字 : Degree of precision; Taylors’ series expansion; Gauss-Legendre rules.;
论文摘要
A quadrature rule for the numerical evaluation of integrals of analytic functions along directed line segments in the complex plane has been formulated using the transformed rule based on Gauss Legendre two point quadrature formulas and an interpolatory three point rule. The degree of precision has been increased from five to seven.
Other Latest Articles
- DYNAMICS OF FOREIGN INSTITUTIONAL INVESTMENTS AND EQUITY RETURNS IN INDIA
- EXTENDED THEORETICAL CONCEPT OF COMPLEX FUZZY SETS BY COMPLEX FUZZY SOFT HYPERGROUP, COMPLEX FUZZY SOFT HYPERRING
- JOB SATISFACTION IN STATE BANK OF INDIA
- AWARENESS AND ATTITUDES OF CONSUMERS TOWARDS FOOD SAFETY IN THOOTHUKUDI DISTRICT
更新日期: 2017-09-03 20:06:51