计算
积分阶(微积分)
航程(航空)
数值积分
数学
重积分
体积积分
Slater积分
应用数学
单位(环理论)
类型(生物学)
牙石(牙科)
数学分析
积分方程
算法
医学
材料科学
数学教育
牙科
复合材料
生态学
生物
出处
期刊:Mathematical proceedings of the Cambridge Philosophical Society
[Cambridge University Press]
日期:1954-04-01
卷期号:50 (2): 269-277
被引量:71
标识
DOI:10.1017/s0305004100029327
摘要
Computation of integrals of the type is of frequent occurrence in applied problems. Here λ is real and i is the imaginary unit. Tables of the integrals are often required for a wide range of λ values, some of which may be quite large. Tabulation of the integrand for each λ, followed by ordinary methods of numerical integration, is slow and tedious because the number of points required increases with increasing λ. In this paper formulas are given so that once f ( y ) is tabulated over the range of interest, the integral in question can be easily evaluated for any λ.
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