登录
首页 » matlab » PCE_Example

PCE_Example

于 2021-02-21 发布 文件大小:406KB
0 282
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

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • growcut
    growcut分割算法matlab代码,实现图像分割较好的方法-matlab code growcut segmentation algorithm to achieve better image segmentation methods(image segmentation)
    2010-07-30 21:16:43下载
    积分:1
  • MSC_Program
    说明:  永磁同步电机性能模拟计算程序。通过输入已知的电机参数,得到气隙处的磁场强度并以此计算输出参数。(Permanent magnet synchronous motor performance simulation procedures. By entering the known motor parameters, the air-gap magnetic field strength Department and calculate the output parameters.)
    2008-10-19 02:45:24下载
    积分:1
  • jtMatlab65jcgpbiso
    说明:  matlab学习光盘《精通MATLAB 6.5》张志涌等编著 北京航空航天大学出版社(matlab learning CD-ROM, proficient in MATLAB 6.5 edited by Zhang Zhiyong, such as Beijing University of Aeronautics and Astronautics Press)
    2008-11-20 01:01:03下载
    积分:1
  • unicode-001
    Based on ECMA 2 Draft 7 February 1999.
    2014-09-22 12:37:31下载
    积分:1
  • Genetic-Algorithm
    遗传算法,二进制编码,单点交叉,随即变异(Genetic Algorithm. The single-point crossover and the random variation were used)
    2013-12-15 10:56:19下载
    积分:1
  • ROM
    延迟函数的编写,希望能给大家提供点微bao之力(delay)
    2010-07-17 14:51:45下载
    积分:1
  • BCEncode
    二维码操作程序示例二维码操作程序示例二维码操作程序示例二维码操作程序示例(Two-dimensional example of a program of two-dimensional code code example of a program of two-dimensional example of a program of two-dimensional code code example of a program)
    2013-12-03 11:33:43下载
    积分:1
  • FILE-3
    HERE I HAD ATTACHED THE CODES FOR COMPRESSION
    2014-02-27 14:46:43下载
    积分:1
  • MATLAB-picture
    冈萨雷斯数字图像处理MATLAB版图片,给需要这些图片朋友(Gonzalez Digital Image Processing MATLAB version of pictures, to the need for these pictures Friends)
    2011-05-11 13:49:17下载
    积分:1
  • ER
    说明:  matlab实现ER随机网络,用以研究复杂系统同步的程序(matlab ER random network synchronization program for the study of complex systems)
    2013-04-19 11:57:26下载
    积分:1
  • 696518资源总数
  • 106161会员总数
  • 5今日下载