1) Solving by Programming
编程求解
2) equation solving
方程求解
1.
In this paper, we give an introduction to the development of mathematics mech-anization: constructive algebraic geometry, constructive differential algebraic geometry, construc-tive real algebraic geometry, methods of equation solving, and automated geometric reasoning.
本文介绍数学机械化理论:构造性代数几何、构造性微分代数几何、构造性实代数几何、方程求解、与几何自动推理的主要进展及其在若干领域的应用。
2.
By introducing theories and methods of quadratic equation solving in both eastern and western countries and regions in multicultural viewpoint,this paper showed cultural pluralism of equation solving from multicultural point of view,then excavates including educational values and gave some suggestion on equation teaching.
中国传统数学、古埃及、古巴比伦、印度与阿拉伯以及欧洲等国家与地区的方程求解理论各具特点,充分展现了方程求解理论与方法的文化多元性。
3) derivation process
求解过程
1.
In this paper,I derive a seven-point difference scheme for the three-dimensional rectangular domain Poisson\'s equation and its boundary conditions by the finite difference method,then solve it,which meets the first boundary condition,and give a detailed derivation process of the seven-point difference scheme.
本文用有限差分方法推导出长方体域的三维泊松方程的七点差分格式,及其边界条件的差分格式,并对满足第一类边界条件的七点差分格式进行求解,详细推导了七点差分格式的求解过程。
5) demultiplexing procedure
解编程序
1.
Has carried on the transit train and the initial sending train s demultiplexing procedure,alleviates the pharynx and larynx rail switch s pressure,enhances the station traffic capacity and the transportation efficiency.
重新进行了中转列车和始发列车的解编程序,缓解咽喉道岔的压力,提高车站通过能力和运输效率。
6) delock by programming
编程解锁
补充资料:求解
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