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Harris角点检测
1.求解像素点在水平方向的梯度 2.求解像素点在垂直方向的梯度 3.生成高斯滤波w(s,t) 4.用高斯模板对图像进行相关运算(线性滤波) 5.针对每个像素点(i,j),计算矩阵M 6.如果R(i,j)是3*3邻域内的极大值,且大于阀值,则选为角点 7.统计角点个数 8.确定角点位置
- 2022-06-15 20:11:41下载
- 积分:1
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DDR3走先得详细规则及注意事项,考虑的等长走线,数据线与地址线、控制线长度关系...
DDR3走先得详细规则及注意事项,考虑的等长走线,数据线与地址线、控制线长度关系-DDR3 take detailed rules and precautions come to consider the alignment of equal length, the data line and address lines, control lines the length of the relationship between
- 2022-02-24 15:29:18下载
- 积分:1
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多重线性回归
多元线性回归为pacient
在多重线性回归,我们使用多个解释变量 ;
这将使我们在建设中使用的详细信息的优点
模型和,因此,更准确的估计。
- 2022-02-24 15:07:14下载
- 积分:1
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c语言求解四阶龙格库塔法的算法源代码,例子:某一地区的病菌传染,三种人员的人数的状态方程,即可能受传染的人数x1,已被传染的病的人数x2,及已治愈的人数x3,并...
c语言求解四阶龙格库塔法的算法源代码,例子:某一地区的病菌传染,三种人员的人数的状态方程,即可能受传染的人数x1,已被传染的病的人数x2,及已治愈的人数x3,并假设他们是因接触而传染。-c language for solving fourth-order Runge-Kutta method algorithm source code, example: a certain area of the bacteria infection, the number three state equation, which may be the number of infected x1, has been the number of disease-borne x2, and the number of people have been successfully cured x3, and assuming they are due to exposure and infection.
- 2022-02-26 07:56:30下载
- 积分:1
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有重复元素的排列问题
资源描述设集合R={r1,r2,...,rn}是要进行排列的n个元素,其中r1,r2,...,rn可能相同。
试着设计一个算法,列出R的所有不同排列。
即,给定n以及待排的n个可能重复的元素。计算输出n个元素的所有不同排列。
- 2022-06-15 12:23:57下载
- 积分:1
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非线性方程牛顿迭代法和数值积分的龙贝格解法
非线性方程牛顿迭代法和数值积分的龙贝格解法-Newton iteration of nonlinear equations and numerical solution of integral Romberg
- 2022-01-28 15:37:35下载
- 积分:1
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评估系统,自动收集数据,处理结果,数据挖掘,满足各类评估需求...
评估系统,自动收集数据,处理结果,数据挖掘,满足各类评估需求-Assessment system, automatic data collection, treatment results, data mining, to meet the demand for various types of assessment
- 2022-10-26 00:55:03下载
- 积分:1
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安全通信
应用背景客户端和服务器的C共享一个对称密钥KCS,这关键是唯一已知的服务器和客户端。这是长期密钥是用来设置一个会话密钥,而这个会话密钥则是由服务器发送一个秘密的对客户的价值:关键技术通信安全 ; ;AES ;欧洲央行pkcs5 ;
- 2023-03-22 15:30:02下载
- 积分:1
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Plane truss VB source code, very valuable learning finite element code, and shar...
平面桁架VB源程序,非常有学习价值的有限元代码,共享给大家-Plane truss VB source code, very valuable learning finite element code, and shared to everyone
- 2022-12-12 21:15:03下载
- 积分:1
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GeneralizedMIMO
应用背景In this context, mobile communications may be allowed to be an indispensable commodity by most, and mobile data, video as well as television services are also becoming an essential part of everyday life. With the introduction of the Android operating system and the iPhone, the use of ebook readers such as the iPad, and the success of social networking using Facebook, the demand for cellular data traffic has grown significantly in recent years. Thus, communications on the move has proven to be transformational, and mobile operators struggle to satisfy the data traffic demands in wireless cellular networks,while keeping their costs at minimum to maintain profitability.关键技术The need for power-efficient MIMO-aided cellular networks requires a paradigm shift in the wireless system design. This trend is irreversible and will have a profound impact on both the theory and p
- 2022-02-20 12:30:00下载
- 积分:1