登录
首页 » C# » kendo.uniform

kendo.uniform

于 2020-06-24 发布 文件大小:9KB
0 192
下载积分: 1 下载次数: 0

代码说明:

  Context Menu Manager 2015.9.15 Keygen source code

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • 实现OFDM系统仿真,不过可能存在一些标点缺失,希望能有人指正...
    实现OFDM系统仿真,不过可能存在一些标点缺失,希望能有人指正-Achieve the OFDM system simulation, but there may be missing some punctuation, hoping someone correct me
    2022-04-23 00:51:20下载
    积分:1
  • FEM-master
    弹性力学与有限元 算例 有限元平面问题 有限元求解器(Elasticity and Finite Element Examples Finite Element Plane Problems Finite Element Solvers)
    2018-03-18 21:50:57下载
    积分:1
  • 源代码
    1 基于遗传算法的TSP算法(王辉) 2 基于遗传算法和非线性规划的函数寻优算法(史峰) 3 基于遗传算法的BP神经网络优化算法(王辉) 4 设菲尔德大学的MATLAB遗传算法工具箱(王辉) 5 基于遗传算法的LQR控制优化算法(胡斐)(1 TSP algorithm based on genetic algorithm (Wang Hui) 2 Function optimization algorithm based on genetic algorithm and non-linear programming (Shifeng) 3 BP neural network optimization algorithm based on genetic algorithm (Wang Hui) 4. MATLAB genetic algorithm toolbox of Sheffield University (Wang Hui) LQR control optimization algorithm based on genetic algorithm (Hoofie))
    2018-11-25 13:36:17下载
    积分:1
  • 文本文件转换成PDF文件并加密
    文本文件转换成PDF文件并加密-text files into PDF files and encryption
    2023-01-20 01:20:03下载
    积分:1
  • RSS的开源项目.很方便的解析和生成标准的RSS的XML文件.
    RSS的开源项目.很方便的解析和生成标准的RSS的XML文件.-RSS revenue item. Very convenient analytical and generate standard RSS XML file.
    2022-04-08 16:51:41下载
    积分:1
  • Python学习手册(第4版)
    The fourth edition of the python learning manual
    2020-10-29 18:49:56下载
    积分:1
  • 信号处理程序
    说明:  可以通过程序提取导波波包能量,求解互相关系数(The guide wave packet energy can be extracted by the program, and the correlation number can be solved)
    2020-09-07 20:38:04下载
    积分:1
  • rslogix5000编程实例
    AB RSLogix 500 编写的程序,里边有典型温度PID控制部分()
    2018-06-02 15:55:34下载
    积分:1
  • 实验八+十字路口交通灯控制器设计的附件
    说明:  十字路口交通灯控制器设计的实验报告实现十字路口的交通灯控制功能(The experimental report of intersection traffic light controller design realizes the function of intersection traffic light control)
    2020-06-16 18:33:47下载
    积分:1
  • 很奇怪,这是一种数学方法,可以构造解。描述…
    这题奇数是有数学方法的,可以构造出解。描述起来比较麻烦。 出一解的构造法: 首先在整个矩阵的最下面一行的中央置1, 然后向右下方向顺序填上2,3,4,5,6,7,…… 注意碰到底的时候就将数翻到上面去,碰到右边的时候就翻到左面去 比如5*5的幻方,如果1填在(5,3)处,2就应该填在(1,4)处,4就应该填在(3,1)处…… 另外,当原数的下方已经有数时,要将要填入的数填到原数正上方 仍举5*5幻方的例子,当5已填好(4,2)时,其右下方为1,不能把6填在那里,而应填在(3,2)处,即5的上方。 最后,一个特殊的点,右下角,这时也应当将新数填在右下角的上方。-odd that this a mathematical method of solution can be constructed. Description relatively trouble. From a structural solution to the law : First, the entire matrix of the bottom of his home a central, then under the direction of the right order to fill 2,3,4,5,6,7 ... to the end of the encounter will be a few turns to above, where the right time to turn left on to For example, the 5* 5 magic squares, fill in if a (5,3), the two should fill in (1,4), four should be filled in (3,1) Department ... Also, when the original number at the bottom of several that should be filled to fill several the original number is still above 5 5* For Magic Squares example, when the five have completed (4,2), for its lower right
    2022-08-19 22:10:03下载
    积分:1
  • 696516资源总数
  • 106914会员总数
  • 0今日下载