渐近展开

asymptotic expansion

渐近展开

渐近分布 asymptotic distribution | 渐近展开 asymptotic expansion | 渐近场 asymptotic field

asymptotic expansion

渐近展开(式)

expansion 膨胀;扩展;展开;展开式 | asymptotic expansion 渐近展开(式) | thermal expansion 热膨胀

asymptotic expansion solution

渐近展开解法

asymptotic behaviour 渐近状态 | asymptotic expansion solution 渐近展开解法 | asymptotic orbit 渐近轨道

asymptotic expansion solution

渐近级数展开法

asymptotic estimation theory | 渐近估计理论 | asymptotic expansion solution | 渐近级数展开法 | asymptotic expansion | 渐近展开

Hankel asymptotic expansion

汉克尔渐近展开

汉克尔变换|Hankel transform | 汉克尔渐近展开|Hankel asymptotic expansion | 汉克尔算子|Hankel operator

Debye asymptotic expansion

德拜渐近展开

德拜渐近表示|asymptotic representation of Debye | 德拜渐近展开|Debye asymptotic expansion | 德布鲁因图|de Brujin graph

asymptotic expansion of solution

解的渐近展开

解的积分表示|integral representation of solution | 解的渐近展开|asymptotic expansion of solution | 解的破裂|blowing-up of solution

berg

(贝尔格)

当代数学名家L.贝尔格(Berg)、E.里克司廷斯(Riekstens)、G.阿斯科利(Ascoli)等人在各自的论文或专著中都介绍了徐利治的"渐近积分定理"和"展开定理",德国数学家R.黎德尔(Riedel)在作博士论文时还将推广徐利治的渐近积分定理作为选题.

asymptotic estimation theory

渐近估计理论

asymptotic error | 渐近误差 | asymptotic estimation theory | 渐近估计理论 | asymptotic expansion solution | 渐近级数展开法

integral representation of solution

解的积分表示

解冲突算法|collision resolution algorithm | 解的积分表示|integral representation of solution | 解的渐近展开|asymptotic expansion of solution

Greco-Latin square：希腊拉丁方格

Granduation of curve 曲线递合 | Greco-Latin square 希腊拉丁方格 | Grand lot 大批

cunningham：帆前角下拉索

斜拉器:kicking strap | 帆前角下拉索:cunningham | 调整索:outhaul