home | Download | Guestbook | Sitemap
codelookerDownloadNumerical Algorithm-Artificial Intelligencematlab
Search:
cyclicstationarytoolbox
  • Classification:Numerical Algorithm-Artificial Intelligence - matlab
  • Development Tool:matlab
  • Sise:26.0 KB
  • Upload time:2011/5/7 18:58:24
  • Uploader:sarakamal
  • Download Statistics:
Description
Spectral Toolbox, including rapid second-order cyclic cumulant FAM SSCA, higher-order cyclic cumulant




File list:
cyclic stationary toolbox
........................\Contents.m
........................\cyclic_3rd_order_cumulant.m
........................\cyclic_3rd_order_cumulant_fast.m
........................\cyclic_4th_order_cumulant.m
........................\cyclic_4th_order_cumulant_fast.m
........................\cyclic_autocorrelation.m
........................\cyclic_autocorrelation_fast.m
........................\cyclic_autocovariance.m
........................\cyclic_autocovariance_fast.m
........................\cyclic_correlation_coefficient.m
........................\cyclic_cross_correlation.m
........................\cyclic_cross_correlation_fast.m
........................\cyclic_cross_covariance.m
........................\cyclic_cross_covariance_fast.m
........................\cyclic_cross_periodogram.m
........................\cyclic_cumulants_fast.m
........................\cyclic_mean.m
........................\degree_of_cyclostationarity.m
........................\fft_accumulation_method.m
........................\frac_delay_cyclic_ac.m
........................\get_impulses.m
........................\scd.m
........................\strip_spectral_correlation.m
........................\synchronous_average.m
........................\wvd.m
If you are a member, Log in. If you are not a member, Please register
Related source code
[CyclingSensor] - TI BLE Cycling Sensor Example
[Cyclic-Hamming-code-Simulation] - this is a Cyclic Hamming code Simulation in matlab. complete source code,has passed the test.
[4Cyclist-problem-simulation-model] - 4Cyclist problem simulation modelFour cyclists are at the desert. Each of them starts from a different location and tries toreach the other ones. Cyclist 1 goes straight to cyclist 2, cyclist 2 straight towards cyclist3 etc. such that finally the cyclist 4 goes straight towards cyclist 1. Form the equations,build a Simulink-model and find out the meeting point of the cyclists by simulating thesystem with the following initial values:
Download Address
download DownLoad
Comments: Don't forget to comment after downloading! Comment...
About - Advertise - Sitemap