AN EXTRAPOLATORY QUADRATURE RULE FOR ANALYTIC FUNCTIONS
Journal Title: International journal of research -GRANTHAALAYAH - Year 2016, Vol 4, Issue 6
Abstract
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.
THE CORELATION OF RISK TOWARD PROFIT MARKETING LEVEL OF COCONUT PRODUCTS
This study aims to analyze the correlation of risk with the marketing profit of coconut products in Kendari City This research uses qualitative and quantitative methods (deviation standard and probability). The populatio...
THE INFLUENCE OF M-COMMERCE SERVICE AND SYSTEM QUALITY DIMENSIONS ON OVERALL PERCEIVED SERVICE QUALITY
Information Technology (IT) has an increasing importance and development in business life. Nowadays, businesses have been seeking to reach their customers through m-services especially m-commerce. The concern is to what...
COFFEE AND COTTON BULK PURCHASE IN TANZANIA, 1939 – 1954
This paper examines bulk purchase of coffee and cotton during the war and post- Second World War period under the long-term contract arrangements as provided under the Defence Ordinance and Orders of 1939, 1940 and 1943...
RUSSIAN CONQUEST OF CENTRAL ASIA: A CASE STUDY OF KHIVA
Mankind is witnessed to the fact that imperialism has been exhibiting in human history in many forms since long. Subjugation was the earliest form of it where in an empire overpowered an alien society, exploited its land...
INVESTIGATION OF STUDENTS’ PSYCHOLOGICAL ASPECTS ON ACITIVITY BASED LEARNING IN MATHEMATICS: A CASE STUDY IN SRI LANKA
Mathematics is the foundation of Science and Technology. The people cannot apart from mathematics in day to day life. Thus being “mathematically literate” will no longer be just an advantage but an absolute necessity. De...