文件名称:FractionalFouriertransformprocedure

  • 所属分类:
  • 数学计算/工程计算
  • 资源属性:
  • [Matlab] [源码]
  • 上传时间:
  • 2012-11-26
  • 文件大小:
  • 90kb
  • 下载次数:
  • 0次
  • 提 供 者:
  • cbz***
  • 相关连接:
  • 下载说明:
  • 别用迅雷下载,失败请重下,重下不扣分!

介绍说明--下载内容均来自于网络,请自行研究使用

分数阶Fourier变换程序,为求解分数阶方程提供了一些数值解法。-Fractional Fourier transform procedures for the solution of fractional order equation provided some numerical method.
(系统自动生成,下载前可以参看下载内容)

下载文件列表

土耳其算法程序(程序包)

........................\Changes

........................\Chirplets

........................\.........\angle2cr.m

........................\.........\best_chirplet.m

........................\.........\cr2angle.m

........................\.........\crlb.m

........................\.........\est_c.m

........................\.........\est_cd_global.m

........................\.........\est_d.m

........................\.........\est_tf.m

........................\.........\find_chirplets.m

........................\.........\fisher.m

........................\.........\f_chirp.m

........................\.........\g_chirp.m

........................\.........\hessian.m

........................\.........\KandQ.m

........................\Contents.m

........................\Copyright

........................\Demos

........................\.....\demo_chirplets.m

........................\.....\demo_cohen.m

........................\.....\demo_localized.m

........................\.....\demo_ltvf.m

........................\.....\demo_tcd.m

........................\.....\demo_wigner4.m

........................\DTFDPath.m

........................\GNU_GPL

........................\Makefile

........................\Quartic

........................\.......\laf.m

........................\.......\localized.m

........................\.......\lwigner.m

........................\.......\tcd.m

........................\README

........................\readme.txt

........................\Symplectic

........................\..........\acf.m

........................\..........\add_noise.m

........................\..........\cconv.m

........................\..........\chirp2rot.m

........................\..........\chirplets.m

........................\..........\choi_williams1.m

........................\..........\circ.m

........................\..........\fmcubic.m

........................\..........\fmpoly.m

........................\..........\fmsin.m

........................\..........\fracft.m

........................\..........\freq_shear.m

........................\..........\Frft_test.asv

........................\..........\hermite.m

........................\..........\lacf1.m

........................\..........\lconv.m

........................\..........\ltv_filter.m

........................\..........\margenau_hill1.m

........................\..........\predictor.m

........................\..........\ptfd.m

........................\..........\ptfddb.m

........................\..........\ptfd_marg.m

........................\..........\rihaczek1.m

........................\..........\scale.m

........................\..........\sig_mom.m

........................\..........\sinc_interp.m

........................\..........\smooth1.m

........................\..........\spec1.m

........................\..........\stft1.m

........................\..........\tfdshift.m

........................\..........\time_shear.m

........................\..........\wigner1.m

........................\ToDo

........................\TypeI

........................\.....\choi_williams1.m

........................\.....\lacf1.m

........................\.....\margenau_hill1.m

........................\.....\rihaczek1.m

........................\.....\smooth1.m

........................\.....\spec1.m

........................\.....\stft1.m

........................\.....\wigner1.m

........................\TypeII

........................\......\binomial2.m

........................\......\born_jordan2.m

........................\......\lacf2.m

........................\......\levin2.m

........................\......\margenau_hill2.m

........................\......\page2.m

........................\......\qwigner2.m

........................\......\rihaczek2.m

........................\......\spec2.m

........................\......\stft2.m

........................\TypeIV

........................\......\binomial4.m

........................\......\margenau_hill4.m

........................\......\qwigner4.m

........................\......\richman.m

........................\.

相关说明

  • 本站资源为会员上传分享交流与学习,如有侵犯您的权益,请联系我们删除.
  • 本站是交换下载平台,提供交流渠道,下载内容来自于网络,除下载问题外,其它问题请自行百度更多...
  • 请直接用浏览器下载本站内容,不要使用迅雷之类的下载软件,用WinRAR最新版进行解压.
  • 如果您发现内容无法下载,请稍后再次尝试;或者到消费记录里找到下载记录反馈给我们.
  • 下载后发现下载的内容跟说明不相乎,请到消费记录里找到下载记录反馈给我们,经确认后退回积分.
  • 如下载前有疑问,可以通过点击"提供者"的名字,查看对方的联系方式,联系对方咨询.

相关评论

暂无评论内容.

发表评论

*主  题:
*内  容:
*验 证 码:

源码中国 www.ymcn.org