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2030227030038[1]

于 2010-06-11 发布文件大小:262KB

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基于图像梯度的图像识别,英文论文，一种通过图像梯度算法识别图像的方法，提出相对梯度在图像识别的应用(Gradient image based on image recognition, the English paper, an algorithm for identification of images through the image gradient method, proposed by the relative gradient of the application in image recognition)

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2030227030038[1].pdf,401565,2010-05-21

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这是我收集了好久，关于图像拼接全景图的一些论文！(This is my collection for a long time panorama image mosaic on the number of papers!)

2010-11-18 15:40:42下载

积分：1
psat-2.1.2-ref
psat2.1.2说明文档，用于学习past，稳态暂态潮流计算以及故障分析(psat2.1.2 documentation, for learning past, steady-state flow calculation and fault analysis of transient)

2010-05-12 15:08:48下载

积分：1
vsfunc
用M文件S函数编写的变步长的连续时间变量的仿真(This example S-function illustrates how to create a variable step block in Simulink.)

2010-05-18 20:10:52下载

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d
说明： matlab函数库介绍了matlab库中应用到的函数的功能及用法(matlab matlab library describes the function applied to the library functions and usage)

2011-07-11 20:52:39下载

积分：1
VMD_test2
说明：变分模态分解程序，包括函数和测试程序，已加中文注释，另有说明文档。(The program of variational mode decomposition, including function and test program, has been annotated in Chinese and provided with other documents.)

2020-06-05 21:13:40下载

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说明：宽带、窄带AR模型，对于不同的N,P,SINR的谱估计的对比分析(Broadband, narrowband AR model, for different N, P, SINR Comparison of spectrum estimation)

2011-05-30 10:09:59下载

积分：1
shape
基于形态学的图像分割，MATLAB实现，先进行灰度变换。(Image segmentation, morphology based on MATLAB implementation, the first gray-scale transformation. )

2014-11-20 14:28:06下载

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gravititional-search-algorithm
gravitational search algorithm 1

2013-12-10 16:56:34下载

积分：1
★自适应遗传算法
自适应的遗传算法以及MATLAB实现，拿去学习吧(Standard genetic algorithms and MATLAB implementations)

2018-01-31 20:46:47下载

积分：1
适应度模型
一种基于复杂网络的适应性模型，包含不同能量分布对度分布、不同删除概率影响、鲁棒性与脆弱性、平均路径聚类系数、容错性(An adaptive model based on complex network is proposed, which includes the effects of different energy distribution on degree distribution, different deletion probability, robustness and vulnerability, average path clustering coefficient, and fault tolerance.)

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2030227030038[1]

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