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📄 subsetind_source.c

📁 开放gsl矩阵运算
💻 C
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/* sort/subsetind_source.c   *  * Copyright (C) 1999,2000,2001  Thomas Walter, Brian Gough * * This is free software; you can redistribute it and/or modify it * under the terms of the GNU General Public License as published by the * Free Software Foundation; either version 2, or (at your option) any * later version. * * This source is distributed in the hope that it will be useful, but WITHOUT * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or * FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License * for more details. *//* find the k-th smallest elements of the vector data, in ascending order */intFUNCTION (gsl_sort, smallest_index) (size_t * p, const size_t k,                                     const BASE * src, const size_t stride,                                     const size_t n){  size_t i, j;  BASE xbound;  if (k > n)    {      GSL_ERROR ("subset length k exceeds vector length n", GSL_EINVAL);    }  if (k == 0 || n == 0)    {      return GSL_SUCCESS;    }  /* take the first element */  j = 1;  xbound = src[0 * stride];  p[0] = 0;  /* examine the remaining elements */  for (i = 1; i < n; i++)    {      size_t i1;      BASE xi = src[i * stride];      if (j < k)	{	  j++;	}      else if (xi >= xbound)	{	  continue;	}      for (i1 = j - 1; i1 > 0 ; i1--)	{          if (xi > src[p[i1 - 1] * stride])            break;	  p[i1] = p[i1 - 1];	}      p[i1] = i;      xbound = src[p[j-1] * stride];    }  return GSL_SUCCESS;}intFUNCTION (gsl_sort_vector,smallest_index) (size_t * p, const size_t k,                                            const TYPE (gsl_vector) * v){  return FUNCTION (gsl_sort, smallest_index) (p, k, v->data, v->stride, v->size);}intFUNCTION (gsl_sort, largest_index) (size_t * p, const size_t k,                                    const BASE * src, const size_t stride,                                    const size_t n){  size_t i, j;  BASE xbound;  if (k > n)    {      GSL_ERROR ("subset length k exceeds vector length n", GSL_EINVAL);    }  if (k == 0 || n == 0)    {      return GSL_SUCCESS;    }  /* take the first element */  j = 1;  xbound = src[0 * stride];  p[0] = 0;  /* examine the remaining elements */  for (i = 1; i < n; i++)    {      size_t i1;      BASE xi = src[i * stride];      if (j < k)	{	  j++;	}      else if (xi <= xbound)	{	  continue;	}      for (i1 = j - 1; i1 > 0 ; i1--)	{          if (xi < src[stride * p[i1 - 1]])            break;	  p[i1] = p[i1 - 1];	}      p[i1] = i;      xbound = src[stride * p[j-1]];    }  return GSL_SUCCESS;}intFUNCTION (gsl_sort_vector,largest_index) (size_t * p, const size_t k,                                           const TYPE (gsl_vector) * v){  return FUNCTION (gsl_sort, largest_index) (p, k, v->data, v->stride, v->size);}

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