文件名称:foo
- 所属分类:
- 绘图程序
- 资源属性:
- [Matlab] [源码]
- 上传时间:
- 2017-05-16
- 文件大小:
- 2.32mb
- 下载次数:
- 0次
- 提 供 者:
- atnyo******
- 相关连接:
- 无
- 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
it contains many classic Test Problems for Unconstrained Opt-It contains many classic Test the Problems for Unconstrained Opt
(系统自动生成,下载前可以参看下载内容)
下载文件列表
nlp_unc_english.doc
5F3math\unc_n1_01plot.asv
.......\unc_n1_sin1plot.asv
.......\unc_n2_goldsteinplot.asv
.......\unc_n2_sin2.asv
.......\unc_nn_Griewangkplot.asv
.......\unc_nn_step.asv
.......\Thumbs.db
.......\unc_n1_01.m
.......\unc_n1_01plot.m
.......\unc_n1_02.m
.......\unc_n1_02plot.m
.......\unc_n1_03.m
.......\unc_n1_03plot.m
.......\unc_n1_04.m
.......\unc_n1_04plot.m
.......\unc_n1_sin.m
.......\unc_n1_sin1.m
.......\unc_n1_sin1plot.m
.......\unc_n1_sinplot.m
.......\unc_n2_Ackley.m
.......\unc_n2_Ackleyplot.m
.......\unc_n2_branin.m
.......\unc_n2_braninplot.m
.......\unc_n2_camel3.m
.......\unc_n2_camel3plot.m
.......\unc_n2_camel6.m
.......\unc_n2_camel6plot.m
.......\unc_n2_goldstein.m
.......\unc_n2_goldsteinplot.m
.......\unc_n2_rastrigin.m
.......\unc_n2_rastriginplot.m
.......\unc_n2_rosenbrock1.m
.......\unc_n2_rosenbrock1plot.m
.......\unc_n2_shubert1.m
.......\unc_n2_shubert1plot.m
.......\unc_n2_shubert2.m
.......\unc_n2_shubert2plot.m
.......\unc_n2_shubert3.m
.......\unc_n2_shubert3plot.m
.......\unc_n2_sin.m
.......\unc_n2_sin1.m
.......\unc_n2_sin1plot.m
.......\unc_n2_sinplot.m
.......\unc_n2_treccani.m
.......\unc_n2_treccaniplot.m
.......\unc_n4_Shekel.m
.......\unc_nn_dejong.m
.......\unc_nn_dejong1.m
.......\unc_nn_dejong1plot.m
.......\unc_nn_dejong2.m
.......\unc_nn_dejong2plot.m
.......\unc_nn_dejongplot.m
.......\unc_nn_dpower.m
.......\unc_nn_dpowerplot.m
.......\unc_nn_Griewangk.m
.......\unc_nn_Griewangkplot.m
.......\unc_nn_rastrigin.m
.......\unc_nn_rastriginplot.m
.......\unc_nn_rosenbrock2.m
.......\unc_nn_rosenbrock2plot.m
.......\unc_nn_Schwefel.m
.......\unc_nn_Schwefelplot.m
.......\unc_nn_sin.m
.......\unc_nn_sin1.m
.......\unc_nn_sin1plot.m
.......\unc_nn_sinplot.m
.......\unc_nn_step.m
.......\unc_nn_stepplot.m
.......\unc_n1_01.tif
.......\unc_n1_02.tif
.......\unc_n1_03.tif
.......\unc_n1_04.tif
.......\unc_n1_sin.tif
.......\unc_n1_sin1.tif
.......\unc_n2_Ackley_contour.tif
.......\unc_n2_Ackley_mesh.tif
.......\unc_n2_branin_contour.tif
.......\unc_n2_branin_mesh.tif
.......\unc_n2_camel3_contour.tif
.......\unc_n2_camel3_mesh.tif
.......\unc_n2_camel6_contour.tif
.......\unc_n2_camel6_mesh.tif
.......\unc_n2_goldstein_contour.tif
.......\unc_n2_goldstein_mesh.tif
.......\unc_n2_rastrigin_contour.tif
.......\unc_n2_rastrigin_mesh.tif
.......\unc_n2_rosenbrock1_contour.tif
.......\unc_n2_rosenbrock1_mesh.tif
.......\unc_n2_shubert1_contour.tif
.......\unc_n2_shubert1_mesh.tif
.......\unc_n2_shubert2_contour.tif
.......\unc_n2_shubert2_mesh.tif
.......\unc_n2_shubert3_contour.tif
.......\unc_n2_shubert3_mesh.tif
.......\unc_n2_sin_contour.tif
.......\unc_n2_sin_mesh.tif
.......\unc_n2_sin1_contour.tif
.......\unc_n2_sin1_mesh.tif
.......\unc_n2_treccani_contour.tif