洛维奇

我们开车经由洛维奇到达了多瑙河畔的古镇鲁塞。

We drove via Lovech to the old Danube town of Ruse

在康托洛维奇方法和Kerr方法的基础上，本文提出了改进的康托洛维奇方法。

Based on the Kantorovich and Kerr 's method , an improvement to the method is suggested in this paper .

他们已经从安德里森-霍洛维奇基金（AndreessenHorowitz）、格雷洛克合伙公司（GreylockPartners）、卡普尔资本（KaporCapital）和奥兹本人那里拉来了投资。

The trio has raised money from Andreessen Horowitz , Greylock Partners , Kapor Capital , and from Ozzie himself .

本文从变分原理和双线性坐标变换出发，采用基于三次B样条的康托洛维奇法得到了带有各种边界条件任意四边形板自由振动的近似解答。

In this paper , based on variational principle and bilinear coordinate transformation , a spline Kantorovich method using cubic B-spline function is presented to obtain an approximate solution for the free vibration problem of arbitrary quadrilateral plates with various boundary conditions .

斜角板弯曲问题的康托洛维奇解简支任意四边形板的弯曲、稳定和振动的Navier解法

Navier 's Method for Solving the Problem of Bending , Buckling and Vibration of All Edges Simply Supported Quadrilateral Plates

扩充了Courant在文中的建议，提出了修正的康托洛维奇法，在此基础上，就矩形截面杆的自由扭转问题分别探讨了修正的康托洛维奇法和修正的Ritz法的应用情况。

An extension of the Courant 's suggestion in [ 1 ] is made A method called modified Kantorovich method is Provided . The applications of modified Kantorovich and modified Ritz method are then discussed for the torsion problem of a beam of rectangular cross section respectively .

昨晚有个打扮得像猫的小妞杀了斯洛维奇。

Some chick in a cat suit murdered siavicky Iast night .

等腰梯形板弯曲问题的康托洛维奇解

Kantorovich Solution for the Problem of Bending of an Equicrural Ladder Plate

康脱洛维奇法和线法在高梯度问题中的应用

The application of Kantorovich method and method of lines to high gradient problems

这个木已沉舟的项目将会为洛维奇市带来新的就业机会。

The stated yield plan is bringing new employment opportunity to the town of Lavage .

平行四边形弯曲板的康托洛维奇法

Kantorovich method for parallelogram bending plate

样条函数广义康托洛维奇法是一种数值型的康托洛维奇法，因而它既能化二维问题为一维同题，同时又具有样条函数法收敛快、精度高、处理边界条件方便等优点。

The spline generalized kantorovich method is a type of numerical kantorovich method , it not only can transfer two-dimension problems into one-dimension problems , also has the advantages the spline method possesses of , such as high precision , rapid convergence and suitability for various types of boundary conditions .