文件名称:kfan_051201
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文章Spatial Priors for Part-based Recognition using Statistical Models (Crandall, Felzenszwalb, Huttenlocher) CVPR 2005的c++源码,k-fan匹配和可视对象识别的监督学习算法的实现.
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压缩包 : 67506228kfan_051201.rar 列表 kfan_051201\kfan_051201\.nfs06364114000001ec kfan_051201\kfan_051201\Appear.cpp kfan_051201\kfan_051201\Appear.h kfan_051201\kfan_051201\DLib\DBoxMinTransform.cpp kfan_051201\kfan_051201\DLib\DBoxMinTransform.h kfan_051201\kfan_051201\DLib\DColorCluster.cpp kfan_051201\kfan_051201\DLib\DColorCluster.h kfan_051201\kfan_051201\DLib\DDiagMatrix.cpp kfan_051201\kfan_051201\DLib\DDiagMatrix.h kfan_051201\kfan_051201\DLib\DEyeMatrix.h kfan_051201\kfan_051201\DLib\DGaussian.h kfan_051201\kfan_051201\DLib\DGaussianPyramid.cpp kfan_051201\kfan_051201\DLib\DGaussianPyramid.h kfan_051201\kfan_051201\DLib\DImage.cpp kfan_051201\kfan_051201\DLib\DImage.h kfan_051201\kfan_051201\DLib\DImageIO.cpp kfan_051201\kfan_051201\DLib\DImageIO.h kfan_051201\kfan_051201\DLib\DIntegralImage.cpp kfan_051201\kfan_051201\DLib\DIntegralImage.h kfan_051201\kfan_051201\DLib\DistanceTransform.cpp kfan_051201\kfan_051201\DLib\DistanceTransform.h kfan_051201\kfan_051201\DLib\DLabelComponents.cpp kfan_051201\kfan_051201\DLib\DLabelComponents.h kfan_051201\kfan_051201\DLib\DMatrix.cpp kfan_051201\kfan_051201\DLib\DMatrix.h kfan_051201\kfan_051201\DLib\DMultiDMatrix.cpp kfan_051201\kfan_051201\DLib\DMultiDMatrix.h kfan_051201\kfan_051201\DLib\DPlane.cpp kfan_051201\kfan_051201\DLib\DPlane.h kfan_051201\kfan_051201\DLib\DPoint.cpp kfan_051201\kfan_051201\DLib\DPoint.h kfan_051201\kfan_051201\DLib\DrawText.cpp kfan_051201\kfan_051201\DLib\DrawText.h kfan_051201\kfan_051201\DLib\DRect.cpp kfan_051201\kfan_051201\DLib\DRect.h kfan_051201\kfan_051201\DLib\DTriple.h kfan_051201\kfan_051201\DLib\letters.h kfan_051201\kfan_051201\DLib\Makefile kfan_051201\kfan_051201\DLib\thin_lookup.h kfan_051201\kfan_051201\get_cached_image.m kfan_051201\kfan_051201\get_sparse_representation.m kfan_051201\kfan_051201\gsl-1.5\acconfig.h kfan_051201\kfan_051201\gsl-1.5\aclocal.m4 kfan_051201\kfan_051201\gsl-1.5\AUTHORS kfan_051201\kfan_051201\gsl-1.5\autogen.sh kfan_051201\kfan_051201\gsl-1.5\blas\blas.c kfan_051201\kfan_051201\gsl-1.5\blas\ChangeLog kfan_051201\kfan_051201\gsl-1.5\blas\gsl_blas.h kfan_051201\kfan_051201\gsl-1.5\blas\gsl_blas_types.h kfan_051201\kfan_051201\gsl-1.5\blas\Makefile kfan_051201\kfan_051201\gsl-1.5\blas\Makefile.am kfan_051201\kfan_051201\gsl-1.5\blas\Makefile.in kfan_051201\kfan_051201\gsl-1.5\blas\TODO kfan_051201\kfan_051201\gsl-1.5\block\block.c kfan_051201\kfan_051201\gsl-1.5\block\block_source.c kfan_051201\kfan_051201\gsl-1.5\block\ChangeLog kfan_051201\kfan_051201\gsl-1.5\block\file.c kfan_051201\kfan_051201\gsl-1.5\block\fprintf_source.c kfan_051201\kfan_051201\gsl-1.5\block\fwrite_source.c kfan_051201\kfan_051201\gsl-1.5\block\gsl_block.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_char.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_complex.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_complex_double.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_complex_float.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_complex_long_double.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_double.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_float.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_int.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_long.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_long_double.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_short.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_uchar.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_uint.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_ulong.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_block_ushort.h kfan_051201\kfan_051201\gsl-1.5\block\gsl_check_range.h kfan_051201\kfan_051201\gsl-1.5\block\init.c kfan_051201\kfan_051201\gsl-1.5\block\init_source.c kfan_051201\kfan_051201\gsl-1.5\block\Makefile kfan_051201\kfan_051201\gsl-1.5\block\Makefile.am kfan_051201\kfan_051201\gsl-1.5\block\Makefile.in kfan_051201\kfan_051201\gsl-1.5\block\test.c kfan_051201\kfan_051201\gsl-1.5\block\test_complex_io.c kfan_051201\kfan_051201\gsl-1.5\block\test_complex_source.c kfan_051201\kfan_051201\gsl-1.5\block\test_io.c kfan_051201\kfan_051201\gsl-1.5\block\test_source.c kfan_051201\kfan_051201\gsl-1.5\BUGS kfan_051201\kfan_051201\gsl-1.5\cblas\caxpy.c kfan_051201\kfan_051201\gsl-1.5\cblas\cblas.h kfan_051201\kfan_051201\gsl-1.5\cblas\ccopy.c kfan_051201\kfan_051201\gsl-1.5\cblas\cdotc_sub.c kfan_051201\kfan_051201\gsl-1.5\cblas\cdotu_sub.c kfan_051201\kfan_051201\gsl-1.5\cblas\cgbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\cgemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\cgemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\cgerc.c kfan_051201\kfan_051201\gsl-1.5\cblas\cgeru.c kfan_051201\kfan_051201\gsl-1.5\cblas\ChangeLog kfan_051201\kfan_051201\gsl-1.5\cblas\chbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\chemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\chemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\cher.c kfan_051201\kfan_051201\gsl-1.5\cblas\cher2.c kfan_051201\kfan_051201\gsl-1.5\cblas\cher2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\cherk.c kfan_051201\kfan_051201\gsl-1.5\cblas\chpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\chpr.c kfan_051201\kfan_051201\gsl-1.5\cblas\chpr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\cscal.c kfan_051201\kfan_051201\gsl-1.5\cblas\csscal.c kfan_051201\kfan_051201\gsl-1.5\cblas\cswap.c kfan_051201\kfan_051201\gsl-1.5\cblas\csymm.c kfan_051201\kfan_051201\gsl-1.5\cblas\csyr2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\csyrk.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctbsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctpsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctrmm.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctrmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctrsm.c kfan_051201\kfan_051201\gsl-1.5\cblas\ctrsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dasum.c kfan_051201\kfan_051201\gsl-1.5\cblas\daxpy.c kfan_051201\kfan_051201\gsl-1.5\cblas\dcopy.c kfan_051201\kfan_051201\gsl-1.5\cblas\ddot.c kfan_051201\kfan_051201\gsl-1.5\cblas\dgbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dgemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\dgemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dger.c kfan_051201\kfan_051201\gsl-1.5\cblas\dnrm2.c kfan_051201\kfan_051201\gsl-1.5\cblas\drot.c kfan_051201\kfan_051201\gsl-1.5\cblas\drotg.c kfan_051201\kfan_051201\gsl-1.5\cblas\drotm.c kfan_051201\kfan_051201\gsl-1.5\cblas\drotmg.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dscal.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsdot.c kfan_051201\kfan_051201\gsl-1.5\cblas\dspmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dspr.c kfan_051201\kfan_051201\gsl-1.5\cblas\dspr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\dswap.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsymm.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsymv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsyr.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsyr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsyr2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\dsyrk.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtbsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtpsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtrmm.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtrmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtrsm.c kfan_051201\kfan_051201\gsl-1.5\cblas\dtrsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\dzasum.c kfan_051201\kfan_051201\gsl-1.5\cblas\dznrm2.c kfan_051201\kfan_051201\gsl-1.5\cblas\gsl_cblas.h kfan_051201\kfan_051201\gsl-1.5\cblas\hypot.c kfan_051201\kfan_051201\gsl-1.5\cblas\icamax.c kfan_051201\kfan_051201\gsl-1.5\cblas\idamax.c kfan_051201\kfan_051201\gsl-1.5\cblas\isamax.c kfan_051201\kfan_051201\gsl-1.5\cblas\izamax.c kfan_051201\kfan_051201\gsl-1.5\cblas\Makefile kfan_051201\kfan_051201\gsl-1.5\cblas\Makefile.am kfan_051201\kfan_051201\gsl-1.5\cblas\Makefile.in kfan_051201\kfan_051201\gsl-1.5\cblas\sasum.c kfan_051201\kfan_051201\gsl-1.5\cblas\saxpy.c kfan_051201\kfan_051201\gsl-1.5\cblas\scasum.c kfan_051201\kfan_051201\gsl-1.5\cblas\scnrm2.c kfan_051201\kfan_051201\gsl-1.5\cblas\scopy.c kfan_051201\kfan_051201\gsl-1.5\cblas\sdot.c kfan_051201\kfan_051201\gsl-1.5\cblas\sdsdot.c kfan_051201\kfan_051201\gsl-1.5\cblas\sgbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\sgemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\sgemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\sger.c kfan_051201\kfan_051201\gsl-1.5\cblas\snrm2.c kfan_051201\kfan_051201\gsl-1.5\cblas\source_asum_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_asum_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_axpy_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_axpy_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_copy_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_copy_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_dot_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_dot_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gbmv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gbmv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gemm_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gemm_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gemv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gemv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_ger.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_gerc.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_geru.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_hbmv.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_hemm.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_hemv.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_her.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_her2.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_her2k.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_herk.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_hpmv.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_hpr.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_hpr2.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_iamax_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_iamax_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_nrm2_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_nrm2_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_rot.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_rotg.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_rotm.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_rotmg.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_sbmv.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_scal_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_scal_c_s.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_scal_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_spmv.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_spr.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_spr2.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_swap_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_swap_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_symm_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_symm_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_symv.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_syr.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_syr2.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_syr2k_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_syr2k_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_syrk_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_syrk_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tbmv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tbmv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tbsv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tbsv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tpmv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tpmv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tpsv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_tpsv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trmm_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trmm_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trmv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trmv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trsm_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trsm_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trsv_c.h kfan_051201\kfan_051201\gsl-1.5\cblas\source_trsv_r.h kfan_051201\kfan_051201\gsl-1.5\cblas\srot.c kfan_051201\kfan_051201\gsl-1.5\cblas\srotg.c kfan_051201\kfan_051201\gsl-1.5\cblas\srotm.c kfan_051201\kfan_051201\gsl-1.5\cblas\srotmg.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\sscal.c kfan_051201\kfan_051201\gsl-1.5\cblas\sspmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\sspr.c kfan_051201\kfan_051201\gsl-1.5\cblas\sspr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\sswap.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssymm.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssymv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssyr.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssyr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssyr2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\ssyrk.c kfan_051201\kfan_051201\gsl-1.5\cblas\stbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\stbsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\stpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\stpsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\strmm.c kfan_051201\kfan_051201\gsl-1.5\cblas\strmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\strsm.c kfan_051201\kfan_051201\gsl-1.5\cblas\strsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test.c kfan_051201\kfan_051201\gsl-1.5\cblas\tests.c kfan_051201\kfan_051201\gsl-1.5\cblas\tests.h kfan_051201\kfan_051201\gsl-1.5\cblas\test_amax.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_asum.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_axpy.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_copy.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_dot.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_gbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_gemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_gemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_ger.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_hbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_hemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_hemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_her.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_her2.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_her2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_herk.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_hpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_hpr.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_hpr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_nrm2.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_rot.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_rotg.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_rotm.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_rotmg.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_sbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_scal.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_spmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_spr.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_spr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_swap.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_symm.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_symv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_syr.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_syr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_syr2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_syrk.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_tbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_tbsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_tpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_tpsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_trmm.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_trmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_trsm.c kfan_051201\kfan_051201\gsl-1.5\cblas\test_trsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\TODO kfan_051201\kfan_051201\gsl-1.5\cblas\xerbla.c kfan_051201\kfan_051201\gsl-1.5\cblas\zaxpy.c kfan_051201\kfan_051201\gsl-1.5\cblas\zcopy.c kfan_051201\kfan_051201\gsl-1.5\cblas\zdotc_sub.c kfan_051201\kfan_051201\gsl-1.5\cblas\zdotu_sub.c kfan_051201\kfan_051201\gsl-1.5\cblas\zdscal.c kfan_051201\kfan_051201\gsl-1.5\cblas\zgbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\zgemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\zgemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\zgerc.c kfan_051201\kfan_051201\gsl-1.5\cblas\zgeru.c kfan_051201\kfan_051201\gsl-1.5\cblas\zhbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\zhemm.c kfan_051201\kfan_051201\gsl-1.5\cblas\zhemv.c kfan_051201\kfan_051201\gsl-1.5\cblas\zher.c kfan_051201\kfan_051201\gsl-1.5\cblas\zher2.c kfan_051201\kfan_051201\gsl-1.5\cblas\zher2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\zherk.c kfan_051201\kfan_051201\gsl-1.5\cblas\zhpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\zhpr.c kfan_051201\kfan_051201\gsl-1.5\cblas\zhpr2.c kfan_051201\kfan_051201\gsl-1.5\cblas\zscal.c kfan_051201\kfan_051201\gsl-1.5\cblas\zswap.c kfan_051201\kfan_051201\gsl-1.5\cblas\zsymm.c kfan_051201\kfan_051201\gsl-1.5\cblas\zsyr2k.c kfan_051201\kfan_051201\gsl-1.5\cblas\zsyrk.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztbmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztbsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztpmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztpsv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztrmm.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztrmv.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztrsm.c kfan_051201\kfan_051201\gsl-1.5\cblas\ztrsv.c kfan_051201\kfan_051201\gsl-1.5\cdf\beta.c kfan_051201\kfan_051201\gsl-1.5\cdf\beta_inc.c kfan_051201\kfan_051201\gsl-1.5\cdf\cauchy.c kfan_051201\kfan_051201\gsl-1.5\cdf\cauchyinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\ChangeLog kfan_051201\kfan_051201\gsl-1.5\cdf\chisq.c kfan_051201\kfan_051201\gsl-1.5\cdf\chisqinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\exponential.c kfan_051201\kfan_051201\gsl-1.5\cdf\exponentialinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\fdist.c kfan_051201\kfan_051201\gsl-1.5\cdf\flat.c kfan_051201\kfan_051201\gsl-1.5\cdf\flatinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\gamma.c kfan_051201\kfan_051201\gsl-1.5\cdf\gammainv.c kfan_051201\kfan_051201\gsl-1.5\cdf\gauss.c kfan_051201\kfan_051201\gsl-1.5\cdf\gaussinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\gsl_cdf.h kfan_051201\kfan_051201\gsl-1.5\cdf\gumbel1.c kfan_051201\kfan_051201\gsl-1.5\cdf\gumbel1inv.c kfan_051201\kfan_051201\gsl-1.5\cdf\gumbel2.c kfan_051201\kfan_051201\gsl-1.5\cdf\gumbel2inv.c kfan_051201\kfan_051201\gsl-1.5\cdf\laplace.c kfan_051201\kfan_051201\gsl-1.5\cdf\laplaceinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\logistic.c kfan_051201\kfan_051201\gsl-1.5\cdf\logisticinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\lognormal.c kfan_051201\kfan_051201\gsl-1.5\cdf\lognormalinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\Makefile kfan_051201\kfan_051201\gsl-1.5\cdf\Makefile.am kfan_051201\kfan_051201\gsl-1.5\cdf\Makefile.in kfan_051201\kfan_051201\gsl-1.5\cdf\pareto.c kfan_051201\kfan_051201\gsl-1.5\cdf\paretoinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\rat_eval.h kfan_051201\kfan_051201\gsl-1.5\cdf\rayleigh.c kfan_051201\kfan_051201\gsl-1.5\cdf\rayleighinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\tdist.c kfan_051201\kfan_051201\gsl-1.5\cdf\tdistinv.c kfan_051201\kfan_051201\gsl-1.5\cdf\test.c kfan_051201\kfan_051201\gsl-1.5\cdf\test_auto.c kfan_051201\kfan_051201\gsl-1.5\cdf\weibull.c kfan_051201\kfan_051201\gsl-1.5\cdf\weibullinv.c kfan_051201\kfan_051201\gsl-1.5\ChangeLog kfan_051201\kfan_051201\gsl-1.5\cheb\ChangeLog kfan_051201\kfan_051201\gsl-1.5\cheb\deriv.c kfan_051201\kfan_051201\gsl-1.5\cheb\eval.c kfan_051201\kfan_051201\gsl-1.5\cheb\gsl_chebyshev.h kfan_051201\kfan_051201\gsl-1.5\cheb\init.c kfan_051201\kfan_051201\gsl-1.5\cheb\integ.c kfan_051201\kfan_051201\gsl-1.5\cheb\Makefile kfan_051201\kfan_051201\gsl-1.5\cheb\Makefile.am kfan_051201\kfan_051201\gsl-1.5\cheb\Makefile.in 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kfan_051201\kfan_051201\gsl-1.5\ieee-utils\fp-os2emx.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\fp-solaris.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\fp-sunos4.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\fp-tru64.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\fp-unknown.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\fp.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\gsl_ieee_utils.h kfan_051201\kfan_051201\gsl-1.5\ieee-utils\Makefile kfan_051201\kfan_051201\gsl-1.5\ieee-utils\Makefile.am kfan_051201\kfan_051201\gsl-1.5\ieee-utils\Makefile.in kfan_051201\kfan_051201\gsl-1.5\ieee-utils\make_rep.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\print.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\read.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\standardize.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\test.c kfan_051201\kfan_051201\gsl-1.5\ieee-utils\TODO kfan_051201\kfan_051201\gsl-1.5\INSTALL kfan_051201\kfan_051201\gsl-1.5\install-sh kfan_051201\kfan_051201\gsl-1.5\integration\append.c 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kfan_051201\kfan_051201\gsl-1.5\integration\qc25s.c kfan_051201\kfan_051201\gsl-1.5\integration\qcheb.c kfan_051201\kfan_051201\gsl-1.5\integration\qelg.c kfan_051201\kfan_051201\gsl-1.5\integration\qk.c kfan_051201\kfan_051201\gsl-1.5\integration\qk15.c kfan_051201\kfan_051201\gsl-1.5\integration\qk21.c kfan_051201\kfan_051201\gsl-1.5\integration\qk31.c kfan_051201\kfan_051201\gsl-1.5\integration\qk41.c kfan_051201\kfan_051201\gsl-1.5\integration\qk51.c kfan_051201\kfan_051201\gsl-1.5\integration\qk61.c kfan_051201\kfan_051201\gsl-1.5\integration\qmomo.c kfan_051201\kfan_051201\gsl-1.5\integration\qmomof.c kfan_051201\kfan_051201\gsl-1.5\integration\qng.c kfan_051201\kfan_051201\gsl-1.5\integration\qng.h kfan_051201\kfan_051201\gsl-1.5\integration\qpsrt.c kfan_051201\kfan_051201\gsl-1.5\integration\qpsrt2.c kfan_051201\kfan_051201\gsl-1.5\integration\reset.c kfan_051201\kfan_051201\gsl-1.5\integration\set_initial.c kfan_051201\kfan_051201\gsl-1.5\integration\test.c kfan_051201\kfan_051201\gsl-1.5\integration\tests.c kfan_051201\kfan_051201\gsl-1.5\integration\tests.h kfan_051201\kfan_051201\gsl-1.5\integration\TODO kfan_051201\kfan_051201\gsl-1.5\integration\util.c kfan_051201\kfan_051201\gsl-1.5\integration\workspace.c kfan_051201\kfan_051201\gsl-1.5\interpolation\accel.c kfan_051201\kfan_051201\gsl-1.5\interpolation\akima.c kfan_051201\kfan_051201\gsl-1.5\interpolation\bsearch.c kfan_051201\kfan_051201\gsl-1.5\interpolation\bsearch.h kfan_051201\kfan_051201\gsl-1.5\interpolation\ChangeLog kfan_051201\kfan_051201\gsl-1.5\interpolation\cspline.c kfan_051201\kfan_051201\gsl-1.5\interpolation\gsl_interp.h kfan_051201\kfan_051201\gsl-1.5\interpolation\gsl_spline.h kfan_051201\kfan_051201\gsl-1.5\interpolation\integ_eval.h kfan_051201\kfan_051201\gsl-1.5\interpolation\interp.c kfan_051201\kfan_051201\gsl-1.5\interpolation\linear.c kfan_051201\kfan_051201\gsl-1.5\interpolation\Makefile kfan_051201\kfan_051201\gsl-1.5\interpolation\Makefile.am kfan_051201\kfan_051201\gsl-1.5\interpolation\Makefile.in kfan_051201\kfan_051201\gsl-1.5\interpolation\poly.c kfan_051201\kfan_051201\gsl-1.5\interpolation\spline.c kfan_051201\kfan_051201\gsl-1.5\interpolation\test.c kfan_051201\kfan_051201\gsl-1.5\interpolation\TODO kfan_051201\kfan_051201\gsl-1.5\libtool kfan_051201\kfan_051201\gsl-1.5\linalg\apply_givens.c kfan_051201\kfan_051201\gsl-1.5\linalg\balance.c kfan_051201\kfan_051201\gsl-1.5\linalg\bidiag.c kfan_051201\kfan_051201\gsl-1.5\linalg\ChangeLog kfan_051201\kfan_051201\gsl-1.5\linalg\cholesky.c kfan_051201\kfan_051201\gsl-1.5\linalg\exponential.c kfan_051201\kfan_051201\gsl-1.5\linalg\givens.c kfan_051201\kfan_051201\gsl-1.5\linalg\gsl_linalg.h kfan_051201\kfan_051201\gsl-1.5\linalg\hermtd.c kfan_051201\kfan_051201\gsl-1.5\linalg\hh.c kfan_051201\kfan_051201\gsl-1.5\linalg\householder.c kfan_051201\kfan_051201\gsl-1.5\linalg\householdercomplex.c kfan_051201\kfan_051201\gsl-1.5\linalg\lu.c kfan_051201\kfan_051201\gsl-1.5\linalg\luc.c kfan_051201\kfan_051201\gsl-1.5\linalg\Makefile kfan_051201\kfan_051201\gsl-1.5\linalg\Makefile.am kfan_051201\kfan_051201\gsl-1.5\linalg\Makefile.in kfan_051201\kfan_051201\gsl-1.5\linalg\multiply.c kfan_051201\kfan_051201\gsl-1.5\linalg\qr.c kfan_051201\kfan_051201\gsl-1.5\linalg\qrpt.c kfan_051201\kfan_051201\gsl-1.5\linalg\svd.c kfan_051201\kfan_051201\gsl-1.5\linalg\svdstep.c kfan_051201\kfan_051201\gsl-1.5\linalg\symmtd.c kfan_051201\kfan_051201\gsl-1.5\linalg\test.c kfan_051201\kfan_051201\gsl-1.5\linalg\TODO kfan_051201\kfan_051201\gsl-1.5\linalg\tridiag.c kfan_051201\kfan_051201\gsl-1.5\linalg\tridiag.h kfan_051201\kfan_051201\gsl-1.5\ltmain.sh kfan_051201\kfan_051201\gsl-1.5\Makefile kfan_051201\kfan_051201\gsl-1.5\Makefile.am kfan_051201\kfan_051201\gsl-1.5\Makefile.in kfan_051201\kfan_051201\gsl-1.5\matrix\ChangeLog kfan_051201\kfan_051201\gsl-1.5\matrix\copy.c kfan_051201\kfan_051201\gsl-1.5\matrix\copy_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\file.c kfan_051201\kfan_051201\gsl-1.5\matrix\file_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\getset.c kfan_051201\kfan_051201\gsl-1.5\matrix\getset_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_char.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_complex_double.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_complex_float.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_complex_long_double.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_double.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_float.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_int.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_long.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_long_double.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_short.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_uchar.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_uint.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_ulong.h kfan_051201\kfan_051201\gsl-1.5\matrix\gsl_matrix_ushort.h kfan_051201\kfan_051201\gsl-1.5\matrix\init.c kfan_051201\kfan_051201\gsl-1.5\matrix\init_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\Makefile kfan_051201\kfan_051201\gsl-1.5\matrix\Makefile.am kfan_051201\kfan_051201\gsl-1.5\matrix\Makefile.in kfan_051201\kfan_051201\gsl-1.5\matrix\matrix.c kfan_051201\kfan_051201\gsl-1.5\matrix\matrix_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\minmax.c kfan_051201\kfan_051201\gsl-1.5\matrix\minmax_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\oper.c kfan_051201\kfan_051201\gsl-1.5\matrix\oper_complex_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\oper_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\prop.c kfan_051201\kfan_051201\gsl-1.5\matrix\prop_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\rowcol.c kfan_051201\kfan_051201\gsl-1.5\matrix\rowcol_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\submatrix.c kfan_051201\kfan_051201\gsl-1.5\matrix\submatrix_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\swap.c kfan_051201\kfan_051201\gsl-1.5\matrix\swap_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\test.c kfan_051201\kfan_051201\gsl-1.5\matrix\test_complex_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\test_source.c kfan_051201\kfan_051201\gsl-1.5\matrix\test_static.c kfan_051201\kfan_051201\gsl-1.5\matrix\TODO kfan_051201\kfan_051201\gsl-1.5\matrix\view.c kfan_051201\kfan_051201\gsl-1.5\matrix\view.h kfan_051201\kfan_051201\gsl-1.5\matrix\view_source.c kfan_051201\kfan_051201\gsl-1.5\mdate-sh kfan_051201\kfan_051201\gsl-1.5\min\bracketing.c kfan_051201\kfan_051201\gsl-1.5\min\brent.c kfan_051201\kfan_051201\gsl-1.5\min\ChangeLog kfan_051201\kfan_051201\gsl-1.5\min\convergence.c kfan_051201\kfan_051201\gsl-1.5\min\fsolver.c kfan_051201\kfan_051201\gsl-1.5\min\golden.c kfan_051201\kfan_051201\gsl-1.5\min\gsl_min.h kfan_051201\kfan_051201\gsl-1.5\min\Makefile kfan_051201\kfan_051201\gsl-1.5\min\Makefile.am kfan_051201\kfan_051201\gsl-1.5\min\Makefile.in kfan_051201\kfan_051201\gsl-1.5\min\min.h kfan_051201\kfan_051201\gsl-1.5\min\test.c kfan_051201\kfan_051201\gsl-1.5\min\test.h kfan_051201\kfan_051201\gsl-1.5\min\test_funcs.c kfan_051201\kfan_051201\gsl-1.5\missing kfan_051201\kfan_051201\gsl-1.5\mkinstalldirs kfan_051201\kfan_051201\gsl-1.5\monte\ChangeLog kfan_051201\kfan_051201\gsl-1.5\monte\gsl_monte.h kfan_051201\kfan_051201\gsl-1.5\monte\gsl_monte_miser.h kfan_051201\kfan_051201\gsl-1.5\monte\gsl_monte_plain.h kfan_051201\kfan_051201\gsl-1.5\monte\gsl_monte_vegas.h kfan_051201\kfan_051201\gsl-1.5\monte\Makefile kfan_051201\kfan_051201\gsl-1.5\monte\Makefile.am kfan_051201\kfan_051201\gsl-1.5\monte\Makefile.in kfan_051201\kfan_051201\gsl-1.5\monte\miser.c kfan_051201\kfan_051201\gsl-1.5\monte\plain.c kfan_051201\kfan_051201\gsl-1.5\monte\README kfan_051201\kfan_051201\gsl-1.5\monte\test.c kfan_051201\kfan_051201\gsl-1.5\monte\test_main.c kfan_051201\kfan_051201\gsl-1.5\monte\TODO kfan_051201\kfan_051201\gsl-1.5\monte\vegas.c kfan_051201\kfan_051201\gsl-1.5\multifit\ChangeLog kfan_051201\kfan_051201\gsl-1.5\multifit\convergence.c kfan_051201\kfan_051201\gsl-1.5\multifit\covar.c kfan_051201\kfan_051201\gsl-1.5\multifit\fdfsolver.c kfan_051201\kfan_051201\gsl-1.5\multifit\fsolver.c kfan_051201\kfan_051201\gsl-1.5\multifit\gradient.c kfan_051201\kfan_051201\gsl-1.5\multifit\gsl_multifit.h kfan_051201\kfan_051201\gsl-1.5\multifit\gsl_multifit_nlin.h kfan_051201\kfan_051201\gsl-1.5\multifit\lmder.c kfan_051201\kfan_051201\gsl-1.5\multifit\lmiterate.c kfan_051201\kfan_051201\gsl-1.5\multifit\lmpar.c kfan_051201\kfan_051201\gsl-1.5\multifit\lmset.c kfan_051201\kfan_051201\gsl-1.5\multifit\lmutil.c kfan_051201\kfan_051201\gsl-1.5\multifit\Makefile kfan_051201\kfan_051201\gsl-1.5\multifit\Makefile.am kfan_051201\kfan_051201\gsl-1.5\multifit\Makefile.in kfan_051201\kfan_051201\gsl-1.5\multifit\multilinear.c kfan_051201\kfan_051201\gsl-1.5\multifit\qrsolv.c kfan_051201\kfan_051201\gsl-1.5\multifit\test.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_brown.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_enso.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_filip.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_fn.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_hahn1.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_kirby2.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_longley.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_nelson.c kfan_051201\kfan_051201\gsl-1.5\multifit\test_pontius.c kfan_051201\kfan_051201\gsl-1.5\multifit\TODO kfan_051201\kfan_051201\gsl-1.5\multifit\work.c kfan_051201\kfan_051201\gsl-1.5\multimin\ChangeLog kfan_051201\kfan_051201\gsl-1.5\multimin\conjugate_fr.c kfan_051201\kfan_051201\gsl-1.5\multimin\conjugate_pr.c kfan_051201\kfan_051201\gsl-1.5\multimin\convergence.c kfan_051201\kfan_051201\gsl-1.5\multimin\diff.c kfan_051201\kfan_051201\gsl-1.5\multimin\directional_minimize.c kfan_051201\kfan_051201\gsl-1.5\multimin\fdfminimizer.c kfan_051201\kfan_051201\gsl-1.5\multimin\fminimizer.c kfan_051201\kfan_051201\gsl-1.5\multimin\gsl_multimin.h kfan_051201\kfan_051201\gsl-1.5\multimin\Makefile kfan_051201\kfan_051201\gsl-1.5\multimin\Makefile.am kfan_051201\kfan_051201\gsl-1.5\multimin\Makefile.in kfan_051201\kfan_051201\gsl-1.5\multimin\simplex.c kfan_051201\kfan_051201\gsl-1.5\multimin\steepest_descent.c kfan_051201\kfan_051201\gsl-1.5\multimin\test.c kfan_051201\kfan_051201\gsl-1.5\multimin\test_funcs.c kfan_051201\kfan_051201\gsl-1.5\multimin\test_funcs.h kfan_051201\kfan_051201\gsl-1.5\multimin\TODO kfan_051201\kfan_051201\gsl-1.5\multimin\vector_bfgs.c kfan_051201\kfan_051201\gsl-1.5\multiroots\broyden.c kfan_051201\kfan_051201\gsl-1.5\multiroots\ChangeLog kfan_051201\kfan_051201\gsl-1.5\multiroots\convergence.c kfan_051201\kfan_051201\gsl-1.5\multiroots\dnewton.c kfan_051201\kfan_051201\gsl-1.5\multiroots\dogleg.c kfan_051201\kfan_051201\gsl-1.5\multiroots\enorm.c kfan_051201\kfan_051201\gsl-1.5\multiroots\fdfsolver.c kfan_051201\kfan_051201\gsl-1.5\multiroots\fdjac.c kfan_051201\kfan_051201\gsl-1.5\multiroots\fsolver.c kfan_051201\kfan_051201\gsl-1.5\multiroots\gnewton.c kfan_051201\kfan_051201\gsl-1.5\multiroots\gsl_multiroots.h kfan_051201\kfan_051201\gsl-1.5\multiroots\hybrid.c kfan_051201\kfan_051201\gsl-1.5\multiroots\hybridj.c kfan_051201\kfan_051201\gsl-1.5\multiroots\Makefile kfan_051201\kfan_051201\gsl-1.5\multiroots\Makefile.am kfan_051201\kfan_051201\gsl-1.5\multiroots\Makefile.in kfan_051201\kfan_051201\gsl-1.5\multiroots\newton.c kfan_051201\kfan_051201\gsl-1.5\multiroots\test.c kfan_051201\kfan_051201\gsl-1.5\multiroots\test_funcs.c kfan_051201\kfan_051201\gsl-1.5\multiroots\test_funcs.h kfan_051201\kfan_051201\gsl-1.5\NEWS kfan_051201\kfan_051201\gsl-1.5\ntuple\ChangeLog kfan_051201\kfan_051201\gsl-1.5\ntuple\gsl_ntuple.h kfan_051201\kfan_051201\gsl-1.5\ntuple\Makefile kfan_051201\kfan_051201\gsl-1.5\ntuple\Makefile.am kfan_051201\kfan_051201\gsl-1.5\ntuple\Makefile.in kfan_051201\kfan_051201\gsl-1.5\ntuple\ntuple.c kfan_051201\kfan_051201\gsl-1.5\ntuple\test.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\bsimp.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\ChangeLog kfan_051201\kfan_051201\gsl-1.5\ode-initval\control.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\cscal.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\cstd.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\evolve.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\gear1.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\gear2.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\gsl_odeiv.h kfan_051201\kfan_051201\gsl-1.5\ode-initval\Makefile kfan_051201\kfan_051201\gsl-1.5\ode-initval\Makefile.am kfan_051201\kfan_051201\gsl-1.5\ode-initval\Makefile.in kfan_051201\kfan_051201\gsl-1.5\ode-initval\odeiv_util.h kfan_051201\kfan_051201\gsl-1.5\ode-initval\rk2.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\rk2imp.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\rk4.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\rk4imp.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\rk8pd.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\rkck.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\rkf45.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\step.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\test.c kfan_051201\kfan_051201\gsl-1.5\ode-initval\TODO kfan_051201\kfan_051201\gsl-1.5\permutation\canonical.c kfan_051201\kfan_051201\gsl-1.5\permutation\ChangeLog kfan_051201\kfan_051201\gsl-1.5\permutation\file.c kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permutation.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_char.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_complex_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_complex_float.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_complex_long_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_float.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_int.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_long.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_long_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_short.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_uchar.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_uint.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_ulong.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_ushort.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_char.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_complex_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_complex_float.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_complex_long_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_float.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_int.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_long.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_long_double.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_short.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_uchar.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_uint.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_ulong.h kfan_051201\kfan_051201\gsl-1.5\permutation\gsl_permute_vector_ushort.h kfan_051201\kfan_051201\gsl-1.5\permutation\init.c kfan_051201\kfan_051201\gsl-1.5\permutation\Makefile kfan_051201\kfan_051201\gsl-1.5\permutation\Makefile.am kfan_051201\kfan_051201\gsl-1.5\permutation\Makefile.in kfan_051201\kfan_051201\gsl-1.5\permutation\permutation.c kfan_051201\kfan_051201\gsl-1.5\permutation\permute.c kfan_051201\kfan_051201\gsl-1.5\permutation\permute_source.c kfan_051201\kfan_051201\gsl-1.5\permutation\test.c kfan_051201\kfan_051201\gsl-1.5\poly\balance.c kfan_051201\kfan_051201\gsl-1.5\poly\ChangeLog kfan_051201\kfan_051201\gsl-1.5\poly\companion.c kfan_051201\kfan_051201\gsl-1.5\poly\dd.c kfan_051201\kfan_051201\gsl-1.5\poly\eval.c kfan_051201\kfan_051201\gsl-1.5\poly\gsl_poly.h kfan_051201\kfan_051201\gsl-1.5\poly\Makefile kfan_051201\kfan_051201\gsl-1.5\poly\Makefile.am kfan_051201\kfan_051201\gsl-1.5\poly\Makefile.in kfan_051201\kfan_051201\gsl-1.5\poly\norm.c kfan_051201\kfan_051201\gsl-1.5\poly\qr.c kfan_051201\kfan_051201\gsl-1.5\poly\solve_cubic.c kfan_051201\kfan_051201\gsl-1.5\poly\solve_quadratic.c kfan_051201\kfan_051201\gsl-1.5\poly\test.c kfan_051201\kfan_051201\gsl-1.5\poly\TODO kfan_051201\kfan_051201\gsl-1.5\poly\zsolve.c kfan_051201\kfan_051201\gsl-1.5\poly\zsolve_cubic.c kfan_051201\kfan_051201\gsl-1.5\poly\zsolve_init.c kfan_051201\kfan_051201\gsl-1.5\poly\zsolve_quadratic.c kfan_051201\kfan_051201\gsl-1.5\qrng\ChangeLog kfan_051201\kfan_051201\gsl-1.5\qrng\gsl_qrng.h kfan_051201\kfan_051201\gsl-1.5\qrng\Makefile kfan_051201\kfan_051201\gsl-1.5\qrng\Makefile.am kfan_051201\kfan_051201\gsl-1.5\qrng\Makefile.in kfan_051201\kfan_051201\gsl-1.5\qrng\niederreiter-2.c kfan_051201\kfan_051201\gsl-1.5\qrng\qrng.c kfan_051201\kfan_051201\gsl-1.5\qrng\sobol.c kfan_051201\kfan_051201\gsl-1.5\qrng\test.c kfan_051201\kfan_051201\gsl-1.5\qrng\TODO kfan_051201\kfan_051201\gsl-1.5\randist\bernoulli.c kfan_051201\kfan_051201\gsl-1.5\randist\beta.c kfan_051201\kfan_051201\gsl-1.5\randist\bigauss.c kfan_051201\kfan_051201\gsl-1.5\randist\binomial.c kfan_051201\kfan_051201\gsl-1.5\randist\binomial_tpe.c kfan_051201\kfan_051201\gsl-1.5\randist\cauchy.c kfan_051201\kfan_051201\gsl-1.5\randist\ChangeLog kfan_051201\kfan_051201\gsl-1.5\randist\chisq.c kfan_051201\kfan_051201\gsl-1.5\randist\dirichlet.c kfan_051201\kfan_051201\gsl-1.5\randist\discrete.c kfan_051201\kfan_051201\gsl-1.5\randist\erlang.c kfan_051201\kfan_051201\gsl-1.5\randist\exponential.c kfan_051201\kfan_051201\gsl-1.5\randist\exppow.c kfan_051201\kfan_051201\gsl-1.5\randist\fdist.c kfan_051201\kfan_051201\gsl-1.5\randist\flat.c kfan_051201\kfan_051201\gsl-1.5\randist\gamma.c kfan_051201\kfan_051201\gsl-1.5\randist\gauss.c kfan_051201\kfan_051201\gsl-1.5\randist\gausstail.c kfan_051201\kfan_051201\gsl-1.5\randist\geometric.c kfan_051201\kfan_051201\gsl-1.5\randist\gsl_randist.h kfan_051201\kfan_051201\gsl-1.5\randist\gumbel.c kfan_051201\kfan_051201\gsl-1.5\randist\hyperg.c kfan_051201\kfan_051201\gsl-1.5\randist\landau.c kfan_051201\kfan_051201\gsl-1.5\randist\laplace.c kfan_051201\kfan_051201\gsl-1.5\randist\levy.c kfan_051201\kfan_051201\gsl-1.5\randist\logarithmic.c kfan_051201\kfan_051201\gsl-1.5\randist\logistic.c kfan_051201\kfan_051201\gsl-1.5\randist\lognormal.c kfan_051201\kfan_051201\gsl-1.5\randist\Makefile kfan_051201\kfan_051201\gsl-1.5\randist\Makefile.am kfan_051201\kfan_051201\gsl-1.5\randist\Makefile.in kfan_051201\kfan_051201\gsl-1.5\randist\multinomial.c kfan_051201\kfan_051201\gsl-1.5\randist\nbinomial.c kfan_051201\kfan_051201\gsl-1.5\randist\pareto.c kfan_051201\kfan_051201\gsl-1.5\randist\pascal.c kfan_051201\kfan_051201\gsl-1.5\randist\poisson.c kfan_051201\kfan_051201\gsl-1.5\randist\rayleigh.c kfan_051201\kfan_051201\gsl-1.5\randist\shuffle.c kfan_051201\kfan_051201\gsl-1.5\randist\sphere.c kfan_051201\kfan_051201\gsl-1.5\randist\tdist.c kfan_051201\kfan_051201\gsl-1.5\randist\test.c kfan_051201\kfan_051201\gsl-1.5\randist\TODO kfan_051201\kfan_051201\gsl-1.5\randist\weibull.c kfan_051201\kfan_051201\gsl-1.5\README kfan_051201\kfan_051201\gsl-1.5\rng\borosh13.c kfan_051201\kfan_051201\gsl-1.5\rng\ChangeLog kfan_051201\kfan_051201\gsl-1.5\rng\cmrg.c kfan_051201\kfan_051201\gsl-1.5\rn