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PCE_Example

于 2021-02-21 发布 文件大小:406KB
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下载积分: 1 下载次数: 41

代码说明:

  用于混沌多项式扩展的代码,例子较多,有些比较复杂,深入浅出(Code for the extension of chaotic polynomials)

文件列表:

gpc_example_code_Laloy_et_al_2013, 0 , 2016-09-22
gpc_example_code_Laloy_et_al_2013\.DS_Store, 6148 , 2016-08-01
__MACOSX, 0 , 2017-04-25
__MACOSX\gpc_example_code_Laloy_et_al_2013, 0 , 2017-04-25
__MACOSX\gpc_example_code_Laloy_et_al_2013\._.DS_Store, 120 , 2016-08-01
gpc_example_code_Laloy_et_al_2013\gpc_tools, 0 , 2016-08-01
gpc_example_code_Laloy_et_al_2013\gpc_tools\.DS_Store, 6148 , 2016-08-01
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools, 0 , 2017-04-25
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._.DS_Store, 120 , 2016-08-01
gpc_example_code_Laloy_et_al_2013\gpc_tools\c1_leg_monomial_integral.m, 1024 , 2012-08-29
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._c1_leg_monomial_integral.m, 223 , 2012-08-29
gpc_example_code_Laloy_et_al_2013\gpc_tools\chaos_sequence.m, 448 , 2008-07-01
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._chaos_sequence.m, 223 , 2008-07-01
gpc_example_code_Laloy_et_al_2013\gpc_tools\cn_leg_03_xiu.m, 1581 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._cn_leg_03_xiu.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\cn_leg_monomial_integral.m, 888 , 2012-08-29
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._cn_leg_monomial_integral.m, 223 , 2012-08-29
gpc_example_code_Laloy_et_al_2013\gpc_tools\correlation_besselj.m, 854 , 2013-04-16
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._correlation_besselj.m, 223 , 2013-04-16
gpc_example_code_Laloy_et_al_2013\gpc_tools\correlation_besselk.m, 916 , 2013-04-16
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._correlation_besselk.m, 223 , 2013-04-16
gpc_example_code_Laloy_et_al_2013\gpc_tools\correlation_matern.m, 1527 , 2013-04-16
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._correlation_matern.m, 223 , 2013-04-16
gpc_example_code_Laloy_et_al_2013\gpc_tools\en_her_02_xiu.m, 1570 , 2013-04-15
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._en_her_02_xiu.m, 223 , 2013-04-15
gpc_example_code_Laloy_et_al_2013\gpc_tools\en_her_03_xiu.m, 1476 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._en_her_03_xiu.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\en_r2_03_xiu.m, 1482 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\._en_r2_03_xiu.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid, 0 , 2014-06-06
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\binary_vector_next.m, 1477 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid, 0 , 2017-04-25
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._binary_vector_next.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\ccn_compute.m, 591 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._ccn_compute.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\ccn_compute_np.m, 702 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._ccn_compute_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\ccn_compute_points.m, 1704 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._ccn_compute_points.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\ccn_compute_points_np.m, 1230 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._ccn_compute_points_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\ccn_compute_weights.m, 617 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._ccn_compute_weights.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\ccn_compute_weights_np.m, 654 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._ccn_compute_weights_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\chebyshev1_compute.m, 1470 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._chebyshev1_compute.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\chebyshev1_integral.m, 1086 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._chebyshev1_integral.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\chebyshev2_compute.m, 1525 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._chebyshev2_compute.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\chebyshev2_integral.m, 1116 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._chebyshev2_integral.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\clenshaw_curtis_compute.m, 1918 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._clenshaw_curtis_compute.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\clenshaw_curtis_compute_points.m, 1242 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._clenshaw_curtis_compute_points.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\clenshaw_curtis_compute_points_np.m, 843 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._clenshaw_curtis_compute_points_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\clenshaw_curtis_compute_weights.m, 1563 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._clenshaw_curtis_compute_weights.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\clenshaw_curtis_compute_weights_np.m, 841 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._clenshaw_curtis_compute_weights_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\comp_next.m, 4181 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._comp_next.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\comp_next_test.m, 1780 , 2012-08-16
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._comp_next_test.m, 223 , 2012-08-16
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\comp_next_tests.m, 1201 , 2012-08-16
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._comp_next_tests.m, 223 , 2012-08-16
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\cubic_antiderivative.m, 543 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._cubic_antiderivative.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\cubic_integrate.m, 550 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._cubic_integrate.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\cubic_value.m, 940 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._cubic_value.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\dif_deriv.m, 1370 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._dif_deriv.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\dif_shift_x.m, 1855 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._dif_shift_x.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\dif_shift_zero.m, 1277 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._dif_shift_zero.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\dif_to_r8poly.m, 1193 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._dif_to_r8poly.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\fejer2_compute.m, 1826 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._fejer2_compute.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\fejer2_compute_points.m, 1159 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._fejer2_compute_points.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\fejer2_compute_points_np.m, 813 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._fejer2_compute_points_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\fejer2_compute_weights.m, 1816 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._fejer2_compute_weights.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\fejer2_compute_weights_np.m, 1208 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._fejer2_compute_weights_np.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\gegenbauer_compute.m, 4188 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._gegenbauer_compute.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\gegenbauer_integral.m, 1032 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._gegenbauer_integral.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\gegenbauer_recur.m, 1318 , 2012-08-17
__MACOSX\gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\._gegenbauer_recur.m, 223 , 2012-08-17
gpc_example_code_Laloy_et_al_2013\gpc_tools\gauss-hermite_sparse_grid\gegenbauer_root.m, 1303 , 2012-08-17

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  • lecture8
    Matlab的课件适合于初学者非常简单值得一看(Matlab courseware suitable for beginners very simple eye-catcher)
    2007-06-11 22:05:33下载
    积分:1
  • usart
    this is a usart project
    2015-03-06 23:46:45下载
    积分:1
  • ofdm-siso
    ofdm的标准源代码,国外人写的,相当好(ofdm standard source code, written by foreign people, very good)
    2009-04-18 11:04:42下载
    积分:1
  • fde12
    The Matlab code FDE12 implements the Predictor-Corrector method of Adams-Bashforth-Moulton for the numerical solution of a non-linear fractional differential equation (FDE) (download the Matlab code FDE12).
    2013-08-08 19:08:39下载
    积分:1
  • mjdga
    matlab没有提供画椭圆的函数,该函数在获得椭圆中心 长轴轴 短轴后进行画椭圆,其中使用复变函数(did not draw an ellipse matlab function, the function in the long axis of the axis minor axis of the ellipse center painted oval, which use the complex function)
    2012-07-24 00:26:21下载
    积分:1
  • icpdaima-matlab
    很好的代码,很好很强大,大家用来,试试看,谢谢(a good program)
    2013-05-24 10:52:15下载
    积分:1
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    机器学习和模式识别的常用算法,独立主元分析,常用于人脸图像识别。此压缩包含有完整的用于人脸图像的算法源码(Commonly used machine learning and pattern recognition algorithms, independent component analysis, commonly used for facial image recognition, speech recognition, etc.)
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    利用该源码程序可在归一化频率轴上绘出归一化的功率谱曲线。(Use of the source program can be in the normalized frequency axis mapping normalized power spectral curve.)
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