-
DiscreteKFEx2
matlab project for kalman filter
- 2010-10-30 21:06:38下载
- 积分：1
-
multitone-jamming
短波信道抗多音干扰的性能分析及其仿真，不用解压密码，直接解压即可。(HF-channel Multi-tone interference performance analysis and simulation, not extracting passwords can be directly extracted.)
- 2006-10-14 17:54:12下载
- 积分：1
-
arfima_test
运用ARFIMA模型对所得的Hurst进行检验(Use ARFIMA model to test the resulting Hurst)
- 2014-10-19 23:26:27下载
- 积分：1
-
Multi-objective-genetic-algorithm
Real world problems often present multiple, frequently conflicting, objectives.
The research for optimal solutions of multi-objective problems
can be achieved through means of genetic algorithms, which are inspired
by the natural process of evolution: an initial population of solutions is
randomly generated, then pairs of solutions are selected and combined in
order to create new solutions slightly different the initial solutions.
The fittest solutions are kept in the population and are used to generate
new solutions
- 2015-02-10 21:55:32下载
- 积分：1
-
region-growing-mtlb
Segmentation by growing a region from seed point using intensity mean measure.Simple but effective example of "Region Growing" from a single seed point.
- 2013-12-17 20:30:06下载
- 积分：1
-
puguji
说明： 用matlab实现谱估计，包括自相关及burg等(Using matlab to achieve spectral estimation, including autocorrelation and burg, etc.)
- 2008-11-25 22:21:22下载
- 积分：1
-
CH2MATLAB
MATLAB经典示例
以示参考
十分有用(MATLAB classic example to show reference useful)
- 2013-02-25 09:13:28下载
- 积分：1
-
RLS3_modle
搭建最小二乘法的三阶模型，采用该模型的输入输出数据进行参数辨识(The third-order model to build the least squares method, input and output data of the model parameter identification)
- 2021-04-08 09:49:01下载
- 积分：1
-
HoughObject
Circles
We can extend the Hough transform to other shapes that can be expressed parametrically. For example, a circle of
fixed radius can be described fully by the location of its center (x, y).
Think of each feature (edge) point on the circle as saying, ”if I’m on the circle, the center must be in one of these
places”. It turns out that the locus of these votes is itself a circle.
But what about circles of unknown size? In this case, we need a third parameter: the radius of the circle. So, we can
parameterize circles of arbitrary size by (x, y, r). Instead of casting votes in a circular pattern into a two-dimensional
accumulator, we cast votes in circles of successively larger size in a three-dimensional accumulator.
- 2010-03-09 06:46:32下载
- 积分：1
-
kalmanf
learning the kalman filter (Matlab Code)(learning the Kalman filter (Matlab Code))
- 2006-05-19 00:53:48下载
- 积分：1
