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1)  equation of fluid mechanics of Newton-Boussinesk
牛顿-布森内斯克方程
2)  Boussinesq equation
布森内斯克方程
1.
Solutions of explicit traveling wave to a generalized Boussinesq equations;
广义布森内斯克方程的显式行波解
3)  Boussinesq equation
布西内斯克方程
4)  Newton equation
牛顿方程
1.
In the system of two energy levels atom, based on the quantum theory and considering the effects of the outfield on the atom system, we can get the conclusion that the direction of external force is contrary to average acceleration, which conflicts with quantum Newton equation.
在二能级原子系统中,考虑外场对原子系统的影响,根据量子理论推导,容易得到外力与外力贡献的平均加速度方向相反的结论,这与量子牛顿方程相抵触,称之为佯谬。
2.
In this paper the scattered angle in central force field is calculated by using calculus of functional vector analysis on base of Newton equation and the law of conservation of angular momentum, it avoides complex calculations in general textbook on basics of orbital equation of central force field.
本文从牛顿方程及角动量守恒定律出发 ,利用矢量函数的微积分运算技巧简捷地推导出中心力场中散射角 φ,避免了经典教科书中从轨道方程出发推导出 φ的繁琐性 ,不仅计算简洁 ,而且物理过程明确 。
5)  Brooks equation
布鲁克斯方程
1.
According to the traits of information society and the globalism of retrieve object and retrieve fashion,the thesis uses Brooks equation and analyses the trends of information retrieve industry,explores the construction of information retrieve people,and at last gives some methods and ways to cultivate information retrieve people.
根据信息社会的特征,从信息咨询方式及咨询对象的全球化,系统地分析了信息咨询业的发展趋势,运用布鲁克斯方程探讨了信息咨询员素质的构建,提出了信息咨询员培养的方法和途径。
6)  quasi-Newton equation
拟牛顿方程
1.
In this paper,we propose a new quasi-Newton equation by doing the four-order Taylor series expansion for the objective function,and present a new quasi-Newton method based on the equation.
文章通过四阶泰勒展开提出了一种新拟牛顿方程,且给出了新的拟牛顿算法,并结合Wolfe非精确线性搜索证明了此新拟牛顿算法对一般非凸无约束优化问题的全局收敛性。
2.
A class of modified BFGS algorithm based on the new quasi-Newton equation Bk+1sk=k=yk+γksTksksk is presented in this paper to solve the unconstrained optimization problem, and the global convergence is proved under the condition that the objective function is uniformly convex, the parameter k satisfies |1-k|≤t′‖sk‖ (t′ is a constant).
针对无约束最优化问题 ,在已建立的一类新拟牛顿方程 Bk+ 1sk=yk =yk+ γks Tksksk的基础上 ,证明了满足新拟牛顿方程的一类改进 BFGS算法在修正矩阵 Bk 中参数 tk 满足 | 1 - tk|≤t′‖ sk‖ ( t′为任一常数 ) ,且目标函数一致凸的条件下 ,具有全局收敛性 。
3.
As we all know, Quasi-Newton equations lay the basis ofQuasi-Newton methods, according to the time when the Quasi-Newton equations appear, wecan classify them as :the original and the new ones.
大家都知道,拟牛顿方程是拟牛顿法的基础,按照出现的时间早晚可以分为原始的拟牛顿方程和新的拟牛顿方程。
补充资料:森布
1.犹密布。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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