分部求和法(英语:Summation by parts)也叫阿贝尔变换(英语:Abel transformation,有别于Abel transform)或阿贝尔引 … zh.wikipedia.org|基于17个网页 释义: 全部,分部求和法 更多例句筛选 1. MethodforSummationbyPartsofa ClassSequence 一类数列部分和的求法 ...
summation by parts 分部求和法 in parts 有些部分分开,分几部分 double summation 二重求和法 method of summation 求和法 indefinite summation 不定总和 convolution summation 【计】 卷积和 heat summation 热量总和 heterogeneous summation 异质相加 summation curves 累积曲线 相似...
Li, Kin YP. Olsson, Summation by parts, projections, and stability. I, Math. Comp., 64 (1995), pp. 1035-1065.P. Olsson, Summation by parts, projections and stability I, Math. Comp. 64 (1995), 1035- 1065. MR1297474 (96a:65130)...
High order upwind summation-by-parts finite difference operators have recently been developed. When combined with the simultaneous approximation term metho
求和公式:例如分部求和(Summation by parts)、泊松求和公式(Poisson summation formula)。 三、跨领域扩展含义 Summation 在不同学科中有特定含义: 物理学/生物学: 时间总和(Temporal summation):神经元在短时间内接收多次刺激后产生的叠加效应。 空间总和(Spatial summation):多个空间信号同时作用...
We focus on problems that originate from a space approximation using high order finite difference methods on summation-by-parts form with weak boundary conditions, and extend that technique to the time-domain. The new time-integration method is global, high order accurate, unconditionally stable and...
summation by parts 分部求和法 in parts 有些部分分开,分几部分 double summation 二重求和法 method of summation 求和法 indefinite summation 不定总和 convolution summation 【计】 卷积和 heat summation 热量总和 heterogeneous summation 异质相加 summation curves 累积曲线 相似...
B. Prochnow, O. O'Reilly, E. M. Dunham, and N.A Petersson, Treatment of the polar coordinate singularity in axisymmetric wave propagation using high-order summation-by-parts operators on a staggered grid, Computers and Fluids, Volume 149, 13 June 2017, Pages 138–149,http://dx.doi.org...
The modified Abel lemma on summation by parts is employed to investigate contiguous relations of classical hypergeometric 3 F 2-series. Several known and new two- and three-term relations are established. Inspired by the recent work due to Krattenthaler and Rivoal [Krattenthaler, C. and Rivoal,...
2) Abel's lemma on summation by parts Abel分部求和引理3) Abel sum Abel求和 1. As a result, the arithmetic sum is stronger than the Abel sum. 文章主要是对满足某些条件的发散级数给出两种不同的求“和”定义,即算术平均求和与Abel求和,它与通常数学分析中Cauchy意义下所定义的求和是有区别的。