vdvnt

a book of distributed database systems

北京大学acm,关于交通路灯,以及交通运行车辆路线(Peking University acm, on traffic lights and traffic routes)

flume+kafka+storm整合，1.一个好的项目架构应该具备什么特点？ 2.本项目架构是如何保证数据准确性的？ 3.什么是Kafka？ 4.flume+kafka如何整合？ 5.使用什么脚本可以查看flume有没有往Kafka传输数据

此代码是针对数据库教材的源代码，包括求“输入的两个数的最大公约数和最小公倍数”、“输入工资输出工资水平”。程序在Access上得到了验证，也可以移植到其他数据库上。(This code is aimed at teaching book of source code, including database for "input the two Numbers when the largest and smallest LCD", "input output wages." wages Program in the Access is verified, also can be transplanted into other database.)

提供了4种解常微分方程组的c++代码：定步长四阶龙格-库塔(Runge-Kutta)法(RK4->RKDUMP)；(In this paper, four c codes for solving ordinary differential equations are provided: the fourth order Runge-Kutta (Runge-Kutta) method with fixed step size (RK4-))

数据的逻辑结构、存储结构及它们之间的关系和相应的基本操作运算的定义和实现。 本书围绕数据结构的三种基本结构：线性结构（第2-5章）、树形结构（第6章）和图形结构（第7章）展开讨论，研究解决如下问题：一个具体问题的逻辑数据结构是什么？适宜选用什么样的存储结构？采用什么样的操作实现算法效率更高？ (Logical structure of data storage structure and the relationship between them and the corresponding basic operation and the realization of the definition of computing. The book data structure around three basic structure: a linear structure (the first chapter 2-5), tree-like structure (Chapter 6) and graphics structure (Chapter 7) initiate discussions to resolve the following issues: a specific problem What is the logic of the data structure? Suitable choice of what kind of storage structure? What kind of operation to achieve more efficient algorithm?)

可用的用matlab求解非线性微分方程组的牛顿迭代(Newton iteration for solving nonlinear differential equations using matla)

通过龙格库塔法求解多自由度系统参数，主要应用于数据求解(Through the Runge Kutta method of multi degree of freedom system parameters)

双机热备实战完全手册,详细介绍了oracle双机的安装和使用方法，注意事项(Hot Standby combat completely manual, detailed information on two-plane oracle installation and use of methods, attention)

实体力筋法的三种模型示例，力筋线形为直线加圆曲线加直线形式(Three models Examples of entities tendon law, tendons linear linear acceleration circular curve plus a straight line)