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1 /* |
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2 * DO NOT ALTER OR REMOVE COPYRIGHT NOTICES OR THIS HEADER. |
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3 * |
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4 * Copyright 2021 Mike Becker, Olaf Wintermann All rights reserved. |
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5 * |
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6 * Redistribution and use in source and binary forms, with or without |
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7 * modification, are permitted provided that the following conditions are met: |
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8 * |
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9 * 1. Redistributions of source code must retain the above copyright |
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10 * notice, this list of conditions and the following disclaimer. |
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11 * |
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12 * 2. Redistributions in binary form must reproduce the above copyright |
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13 * notice, this list of conditions and the following disclaimer in the |
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14 * documentation and/or other materials provided with the distribution. |
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15 * |
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16 * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" |
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17 * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE |
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18 * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE |
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19 * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE |
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20 * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR |
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21 * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF |
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22 * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS |
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23 * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN |
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24 * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) |
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25 * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE |
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26 * POSSIBILITY OF SUCH DAMAGE. |
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27 */ |
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28 |
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29 #include "cx/linked_list.h" |
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30 #include "cx/utils.h" |
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31 #include <string.h> |
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32 #include <assert.h> |
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33 |
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34 // LOW LEVEL LINKED LIST FUNCTIONS |
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35 |
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36 #define CX_LL_PTR(cur, off) (*(void**)(((char*)(cur))+(off))) |
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37 #define ll_prev(node) CX_LL_PTR(node, loc_prev) |
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38 #define ll_next(node) CX_LL_PTR(node, loc_next) |
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39 #define ll_advance(node) CX_LL_PTR(node, loc_advance) |
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40 #define ll_data(node) (((char*)(node))+loc_data) |
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41 |
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42 void *cx_linked_list_at( |
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43 void const *start, |
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44 size_t start_index, |
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45 ptrdiff_t loc_advance, |
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46 size_t index |
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47 ) { |
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48 assert(start != NULL); |
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49 assert(loc_advance >= 0); |
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50 size_t i = start_index; |
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51 void const *cur = start; |
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52 while (i != index && cur != NULL) { |
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53 cur = ll_advance(cur); |
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54 i < index ? i++ : i--; |
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55 } |
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56 return (void *) cur; |
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57 } |
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58 |
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59 size_t cx_linked_list_find( |
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60 void const *start, |
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61 ptrdiff_t loc_advance, |
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62 ptrdiff_t loc_data, |
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63 cx_compare_func cmp_func, |
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64 void const *elem |
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65 ) { |
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66 assert(start != NULL); |
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67 assert(loc_advance >= 0); |
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68 assert(loc_data >= 0); |
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69 assert(cmp_func); |
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70 |
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71 void const *node = start; |
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72 size_t index = 0; |
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73 do { |
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74 void *current = ll_data(node); |
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75 if (cmp_func(current, elem) == 0) { |
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76 return index; |
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77 } |
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78 node = ll_advance(node); |
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79 index++; |
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80 } while (node != NULL); |
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81 return index; |
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82 } |
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83 |
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84 void *cx_linked_list_first( |
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85 void const *node, |
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86 ptrdiff_t loc_prev |
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87 ) { |
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88 return cx_linked_list_last(node, loc_prev); |
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89 } |
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90 |
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91 void *cx_linked_list_last( |
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92 void const *node, |
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93 ptrdiff_t loc_next |
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94 ) { |
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95 assert(node != NULL); |
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96 assert(loc_next >= 0); |
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97 |
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98 void const *cur = node; |
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99 void const *last; |
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100 do { |
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101 last = cur; |
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102 } while ((cur = ll_next(cur)) != NULL); |
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103 |
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104 return (void *) last; |
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105 } |
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106 |
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107 void *cx_linked_list_prev( |
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108 void const *begin, |
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109 ptrdiff_t loc_next, |
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110 void const *node |
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111 ) { |
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112 assert(begin != NULL); |
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113 assert(node != NULL); |
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114 assert(loc_next >= 0); |
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115 if (begin == node) return NULL; |
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116 void const *cur = begin; |
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117 void const *next; |
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118 while (1) { |
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119 next = ll_next(cur); |
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120 if (next == node) return (void *) cur; |
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121 cur = next; |
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122 } |
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123 } |
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124 |
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125 void cx_linked_list_link( |
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126 void *left, |
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127 void *right, |
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128 ptrdiff_t loc_prev, |
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129 ptrdiff_t loc_next |
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130 ) { |
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131 assert(loc_next >= 0); |
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132 ll_next(left) = right; |
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133 if (loc_prev >= 0) { |
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134 ll_prev(right) = left; |
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135 } |
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136 } |
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137 |
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138 void cx_linked_list_unlink( |
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139 void *left, |
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140 void *right, |
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141 ptrdiff_t loc_prev, |
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142 ptrdiff_t loc_next |
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143 ) { |
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144 assert (loc_next >= 0); |
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145 assert(ll_next(left) == right); |
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146 ll_next(left) = NULL; |
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147 if (loc_prev >= 0) { |
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148 assert(ll_prev(right) == left); |
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149 ll_prev(right) = NULL; |
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150 } |
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151 } |
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152 |
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153 void cx_linked_list_add( |
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154 void **begin, |
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155 void **end, |
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156 ptrdiff_t loc_prev, |
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157 ptrdiff_t loc_next, |
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158 void *new_node |
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159 ) { |
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160 void *last; |
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161 if (end == NULL) { |
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162 assert(begin != NULL); |
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163 last = *begin == NULL ? NULL : cx_linked_list_last(*begin, loc_next); |
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164 } else { |
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165 last = *end; |
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166 } |
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167 cx_linked_list_insert_chain(begin, end, loc_prev, loc_next, last, new_node, new_node); |
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168 } |
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169 |
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170 void cx_linked_list_prepend( |
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171 void **begin, |
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172 void **end, |
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173 ptrdiff_t loc_prev, |
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174 ptrdiff_t loc_next, |
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175 void *new_node |
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176 ) { |
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177 cx_linked_list_insert_chain(begin, end, loc_prev, loc_next, NULL, new_node, new_node); |
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178 } |
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179 |
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180 void cx_linked_list_insert( |
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181 void **begin, |
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182 void **end, |
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183 ptrdiff_t loc_prev, |
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184 ptrdiff_t loc_next, |
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185 void *node, |
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186 void *new_node |
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187 ) { |
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188 cx_linked_list_insert_chain(begin, end, loc_prev, loc_next, node, new_node, new_node); |
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189 } |
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190 |
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191 void cx_linked_list_insert_chain( |
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192 void **begin, |
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193 void **end, |
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194 ptrdiff_t loc_prev, |
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195 ptrdiff_t loc_next, |
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196 void *node, |
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197 void *insert_begin, |
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198 void *insert_end |
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199 ) { |
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200 // find the end of the chain, if not specified |
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201 if (insert_end == NULL) { |
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202 insert_end = cx_linked_list_last(insert_begin, loc_next); |
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203 } |
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204 |
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205 // determine the successor |
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206 void *successor; |
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207 if (node == NULL) { |
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208 assert(begin != NULL || (end != NULL && loc_prev >= 0)); |
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209 if (begin != NULL) { |
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210 successor = *begin; |
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211 *begin = insert_begin; |
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212 } else { |
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213 successor = *end == NULL ? NULL : cx_linked_list_first(*end, loc_prev); |
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214 } |
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215 } else { |
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216 successor = ll_next(node); |
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217 cx_linked_list_link(node, insert_begin, loc_prev, loc_next); |
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218 } |
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219 |
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220 if (successor == NULL) { |
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221 // the list ends with the new chain |
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222 if (end != NULL) { |
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223 *end = insert_end; |
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224 } |
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225 } else { |
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226 cx_linked_list_link(insert_end, successor, loc_prev, loc_next); |
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227 } |
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228 } |
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229 |
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230 void cx_linked_list_remove( |
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231 void **begin, |
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232 void **end, |
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233 ptrdiff_t loc_prev, |
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234 ptrdiff_t loc_next, |
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235 void *node |
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236 ) { |
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237 assert(node != NULL); |
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238 assert(loc_next >= 0); |
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239 assert(loc_prev >= 0 || begin != NULL); |
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240 |
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241 // find adjacent nodes |
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242 void *next = ll_next(node); |
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243 void *prev; |
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244 if (loc_prev >= 0) { |
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245 prev = ll_prev(node); |
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246 } else { |
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247 prev = cx_linked_list_prev(*begin, loc_next, node); |
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248 } |
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249 |
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250 // update next pointer of prev node, or set begin |
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251 if (prev == NULL) { |
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252 if (begin != NULL) { |
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253 *begin = next; |
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254 } |
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255 } else { |
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256 ll_next(prev) = next; |
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257 } |
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258 |
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259 // update prev pointer of next node, or set end |
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260 if (next == NULL) { |
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261 if (end != NULL) { |
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262 *end = prev; |
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263 } |
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264 } else if (loc_prev >= 0) { |
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265 ll_prev(next) = prev; |
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266 } |
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267 } |
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268 |
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269 size_t cx_linked_list_size( |
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270 void const *node, |
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271 ptrdiff_t loc_next |
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272 ) { |
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273 assert(loc_next >= 0); |
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274 size_t size = 0; |
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275 while (node != NULL) { |
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276 node = ll_next(node); |
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277 size++; |
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278 } |
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279 return size; |
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280 } |
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281 |
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282 #ifndef CX_LINKED_LIST_SORT_SBO_SIZE |
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283 #define CX_LINKED_LIST_SORT_SBO_SIZE 1024 |
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284 #endif |
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285 |
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286 static void *cx_linked_list_sort_merge( |
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287 ptrdiff_t loc_prev, |
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288 ptrdiff_t loc_next, |
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289 ptrdiff_t loc_data, |
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290 size_t length, |
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291 void *ls, |
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292 void *le, |
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293 void *re, |
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294 cx_compare_func cmp_func |
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295 ) { |
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296 void *sbo[CX_LINKED_LIST_SORT_SBO_SIZE]; |
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297 void **sorted = length >= CX_LINKED_LIST_SORT_SBO_SIZE ? |
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298 malloc(sizeof(void *) * length) : sbo; |
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299 if (sorted == NULL) abort(); |
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300 void *rc, *lc; |
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301 |
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302 lc = ls; |
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303 rc = le; |
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304 size_t n = 0; |
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305 while (lc && lc != le && rc != re) { |
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306 if (cmp_func(ll_data(lc), ll_data(rc)) <= 0) { |
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307 sorted[n] = lc; |
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308 lc = ll_next(lc); |
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309 } else { |
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310 sorted[n] = rc; |
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311 rc = ll_next(rc); |
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312 } |
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313 n++; |
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314 } |
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315 while (lc && lc != le) { |
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316 sorted[n] = lc; |
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317 lc = ll_next(lc); |
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318 n++; |
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319 } |
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320 while (rc && rc != re) { |
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321 sorted[n] = rc; |
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322 rc = ll_next(rc); |
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323 n++; |
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324 } |
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325 |
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326 // Update pointer |
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327 if (loc_prev >= 0) ll_prev(sorted[0]) = NULL; |
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328 cx_for_n (i, length - 1) { |
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329 cx_linked_list_link(sorted[i], sorted[i + 1], loc_prev, loc_next); |
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330 } |
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331 ll_next(sorted[length - 1]) = NULL; |
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332 |
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333 void *ret = sorted[0]; |
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334 if (sorted != sbo) { |
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335 free(sorted); |
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336 } |
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337 return ret; |
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338 } |
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339 |
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340 void cx_linked_list_sort( // NOLINT(misc-no-recursion) - purposely recursive function |
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341 void **begin, |
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342 void **end, |
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343 ptrdiff_t loc_prev, |
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344 ptrdiff_t loc_next, |
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345 ptrdiff_t loc_data, |
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346 cx_compare_func cmp_func |
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347 ) { |
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348 assert(begin != NULL); |
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349 assert(loc_next >= 0); |
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350 assert(loc_data >= 0); |
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351 assert(cmp_func); |
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352 |
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353 void *lc, *ls, *le, *re; |
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354 |
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355 // set start node |
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356 ls = *begin; |
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357 |
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358 // check how many elements are already sorted |
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359 lc = ls; |
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360 size_t ln = 1; |
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361 while (ll_next(lc) != NULL && cmp_func(ll_data(ll_next(lc)), ll_data(lc)) > 0) { |
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362 lc = ll_next(lc); |
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363 ln++; |
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364 } |
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365 le = ll_next(lc); |
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366 |
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367 // if first unsorted node is NULL, the list is already completely sorted |
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368 if (le != NULL) { |
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369 void *rc; |
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370 size_t rn = 1; |
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371 rc = le; |
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372 // skip already sorted elements |
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373 while (ll_next(rc) != NULL && cmp_func(ll_data(ll_next(rc)), ll_data(rc)) > 0) { |
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374 rc = ll_next(rc); |
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375 rn++; |
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376 } |
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377 re = ll_next(rc); |
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378 |
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379 // {ls,...,le->prev} and {rs,...,re->prev} are sorted - merge them |
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380 void *sorted = cx_linked_list_sort_merge(loc_prev, loc_next, loc_data, |
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381 ln + rn, ls, le, re, cmp_func); |
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382 |
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383 // Something left? Sort it! |
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384 size_t remainder_length = cx_linked_list_size(re, loc_next); |
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385 if (remainder_length > 0) { |
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386 void *remainder = re; |
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387 cx_linked_list_sort(&remainder, NULL, loc_prev, loc_next, loc_data, cmp_func); |
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388 |
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389 // merge sorted list with (also sorted) remainder |
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390 *begin = cx_linked_list_sort_merge(loc_prev, loc_next, loc_data, |
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391 ln + rn + remainder_length, |
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392 sorted, remainder, NULL, cmp_func); |
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393 } else { |
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394 // no remainder - we've got our sorted list |
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395 *begin = sorted; |
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396 } |
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397 if (end) *end = cx_linked_list_last(sorted, loc_next); |
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398 } |
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399 } |
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400 |
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401 int cx_linked_list_compare( |
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402 void const *begin_left, |
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403 void const *begin_right, |
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404 ptrdiff_t loc_advance, |
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405 ptrdiff_t loc_data, |
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406 cx_compare_func cmp_func |
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407 ) { |
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408 void const *left = begin_left, *right = begin_right; |
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409 |
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410 while (left != NULL && right != NULL) { |
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411 void const *left_data = ll_data(left); |
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412 void const *right_data = ll_data(right); |
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413 int result = cmp_func(left_data, right_data); |
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414 if (result != 0) return result; |
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415 left = ll_advance(left); |
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416 right = ll_advance(right); |
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417 } |
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418 |
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419 if (left != NULL) { return 1; } |
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420 else if (right != NULL) { return -1; } |
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421 else { return 0; } |
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422 } |
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423 |
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424 void cx_linked_list_reverse( |
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425 void **begin, |
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426 void **end, |
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427 ptrdiff_t loc_prev, |
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428 ptrdiff_t loc_next |
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429 ) { |
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430 assert(begin != NULL); |
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431 assert(loc_next >= 0); |
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432 |
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433 // swap all links |
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434 void *prev = NULL; |
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435 void *cur = *begin; |
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436 while (cur != NULL) { |
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437 void *next = ll_next(cur); |
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438 |
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439 ll_next(cur) = prev; |
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440 if (loc_prev >= 0) { |
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441 ll_prev(cur) = next; |
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442 } |
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443 |
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444 prev = cur; |
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445 cur = next; |
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446 } |
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447 |
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448 // update begin and end |
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449 if (end != NULL) { |
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450 *end = *begin; |
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451 } |
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452 *begin = prev; |
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453 } |
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454 |
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455 // HIGH LEVEL LINKED LIST IMPLEMENTATION |
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456 |
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457 bool CX_DISABLE_LINKED_LIST_SWAP_SBO = false; |
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458 |
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459 typedef struct cx_linked_list_node cx_linked_list_node; |
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460 struct cx_linked_list_node { |
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461 cx_linked_list_node *prev; |
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462 cx_linked_list_node *next; |
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463 char payload[]; |
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464 }; |
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465 |
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466 #define CX_LL_LOC_PREV offsetof(cx_linked_list_node, prev) |
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467 #define CX_LL_LOC_NEXT offsetof(cx_linked_list_node, next) |
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468 #define CX_LL_LOC_DATA offsetof(cx_linked_list_node, payload) |
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469 |
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470 typedef struct { |
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471 struct cx_list_s base; |
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472 cx_linked_list_node *begin; |
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473 cx_linked_list_node *end; |
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474 } cx_linked_list; |
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475 |
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476 static cx_linked_list_node *cx_ll_node_at( |
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477 cx_linked_list const *list, |
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478 size_t index |
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479 ) { |
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480 if (index >= list->base.size) { |
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481 return NULL; |
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482 } else if (index > list->base.size / 2) { |
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483 return cx_linked_list_at(list->end, list->base.size - 1, CX_LL_LOC_PREV, index); |
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484 } else { |
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485 return cx_linked_list_at(list->begin, 0, CX_LL_LOC_NEXT, index); |
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486 } |
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487 } |
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488 |
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489 static int cx_ll_insert_at( |
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490 struct cx_list_s *list, |
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491 cx_linked_list_node *node, |
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492 void const *elem |
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493 ) { |
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494 |
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495 // create the new new_node |
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496 cx_linked_list_node *new_node = cxMalloc(list->allocator, |
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497 sizeof(cx_linked_list_node) + list->item_size); |
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498 |
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499 // sortir if failed |
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500 if (new_node == NULL) return 1; |
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501 |
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502 // initialize new new_node |
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503 new_node->prev = new_node->next = NULL; |
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504 memcpy(new_node->payload, elem, list->item_size); |
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505 |
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506 // insert |
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507 cx_linked_list *ll = (cx_linked_list *) list; |
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508 cx_linked_list_insert_chain( |
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509 (void **) &ll->begin, (void **) &ll->end, |
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510 CX_LL_LOC_PREV, CX_LL_LOC_NEXT, |
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511 node, new_node, new_node |
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512 ); |
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513 |
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514 // increase the size and return |
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515 list->size++; |
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516 return 0; |
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517 } |
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518 |
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519 static size_t cx_ll_insert_array( |
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520 struct cx_list_s *list, |
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521 size_t index, |
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522 void const *array, |
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523 size_t n |
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524 ) { |
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525 // out-of bounds and corner case check |
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526 if (index > list->size || n == 0) return 0; |
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527 |
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528 // find position efficiently |
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529 cx_linked_list_node *node = index == 0 ? NULL : cx_ll_node_at((cx_linked_list *) list, index - 1); |
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530 |
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531 // perform first insert |
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532 if (0 != cx_ll_insert_at(list, node, array)) { |
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533 return 1; |
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534 } |
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535 |
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536 // is there more? |
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537 if (n == 1) return 1; |
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538 |
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539 // we now know exactly where we are |
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540 node = node == NULL ? ((cx_linked_list *) list)->begin : node->next; |
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541 |
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542 // we can add the remaining nodes and immedately advance to the inserted node |
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543 char const *source = array; |
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544 for (size_t i = 1; i < n; i++) { |
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545 source += list->item_size; |
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546 if (0 != cx_ll_insert_at(list, node, source)) { |
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547 return i; |
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548 } |
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549 node = node->next; |
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550 } |
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551 return n; |
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552 } |
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553 |
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554 static int cx_ll_insert_element( |
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555 struct cx_list_s *list, |
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556 size_t index, |
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557 void const *element |
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558 ) { |
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559 return 1 != cx_ll_insert_array(list, index, element, 1); |
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560 } |
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561 |
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562 static int cx_ll_remove( |
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563 struct cx_list_s *list, |
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564 size_t index |
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565 ) { |
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566 cx_linked_list *ll = (cx_linked_list *) list; |
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567 cx_linked_list_node *node = cx_ll_node_at(ll, index); |
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568 |
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569 // out-of-bounds check |
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570 if (node == NULL) return 1; |
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571 |
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572 // element destruction |
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573 cx_invoke_destructor(list, node->payload); |
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574 |
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575 // remove |
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576 cx_linked_list_remove((void **) &ll->begin, (void **) &ll->end, |
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577 CX_LL_LOC_PREV, CX_LL_LOC_NEXT, node); |
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578 |
|
579 // adjust size |
|
580 list->size--; |
|
581 |
|
582 // free and return |
|
583 cxFree(list->allocator, node); |
|
584 |
|
585 return 0; |
|
586 } |
|
587 |
|
588 static void cx_ll_clear(struct cx_list_s *list) { |
|
589 if (list->size == 0) return; |
|
590 |
|
591 cx_linked_list *ll = (cx_linked_list *) list; |
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592 cx_linked_list_node *node = ll->begin; |
|
593 while (node != NULL) { |
|
594 cx_invoke_destructor(list, node->payload); |
|
595 cx_linked_list_node *next = node->next; |
|
596 cxFree(list->allocator, node); |
|
597 node = next; |
|
598 } |
|
599 ll->begin = ll->end = NULL; |
|
600 list->size = 0; |
|
601 } |
|
602 |
|
603 #ifndef CX_LINKED_LIST_SWAP_SBO_SIZE |
|
604 #define CX_LINKED_LIST_SWAP_SBO_SIZE 16 |
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605 #endif |
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606 |
|
607 static int cx_ll_swap( |
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608 struct cx_list_s *list, |
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609 size_t i, |
|
610 size_t j |
|
611 ) { |
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612 if (i >= list->size || j >= list->size) return 1; |
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613 if (i == j) return 0; |
|
614 |
|
615 // perform an optimized search that finds both elements in one run |
|
616 cx_linked_list *ll = (cx_linked_list *) list; |
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617 size_t mid = list->size / 2; |
|
618 size_t left, right; |
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619 if (i < j) { |
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620 left = i; |
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621 right = j; |
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622 } else { |
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623 left = j; |
|
624 right = i; |
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625 } |
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626 cx_linked_list_node *nleft, *nright; |
|
627 if (left < mid && right < mid) { |
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628 // case 1: both items left from mid |
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629 nleft = cx_ll_node_at(ll, left); |
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630 nright = nleft; |
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631 for (size_t c = left; c < right; c++) { |
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632 nright = nright->next; |
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633 } |
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634 } else if (left >= mid && right >= mid) { |
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635 // case 2: both items right from mid |
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636 nright = cx_ll_node_at(ll, right); |
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637 nleft = nright; |
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638 for (size_t c = right; c > left; c--) { |
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639 nleft = nleft->prev; |
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640 } |
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641 } else { |
|
642 // case 3: one item left, one item right |
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643 |
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644 // chose the closest to begin / end |
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645 size_t closest; |
|
646 size_t other; |
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647 size_t diff2boundary = list->size - right - 1; |
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648 if (left <= diff2boundary) { |
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649 closest = left; |
|
650 other = right; |
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651 nleft = cx_ll_node_at(ll, left); |
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652 } else { |
|
653 closest = right; |
|
654 other = left; |
|
655 diff2boundary = left; |
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656 nright = cx_ll_node_at(ll, right); |
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657 } |
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658 |
|
659 // is other element closer to us or closer to boundary? |
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660 if (right - left <= diff2boundary) { |
|
661 // search other element starting from already found element |
|
662 if (closest == left) { |
|
663 nright = nleft; |
|
664 for (size_t c = left; c < right; c++) { |
|
665 nright = nright->next; |
|
666 } |
|
667 } else { |
|
668 nleft = nright; |
|
669 for (size_t c = right; c > left; c--) { |
|
670 nleft = nleft->prev; |
|
671 } |
|
672 } |
|
673 } else { |
|
674 // search other element starting at the boundary |
|
675 if (closest == left) { |
|
676 nright = cx_ll_node_at(ll, other); |
|
677 } else { |
|
678 nleft = cx_ll_node_at(ll, other); |
|
679 } |
|
680 } |
|
681 } |
|
682 |
|
683 if (list->item_size > CX_LINKED_LIST_SWAP_SBO_SIZE || CX_DISABLE_LINKED_LIST_SWAP_SBO) { |
|
684 cx_linked_list_node *prev = nleft->prev; |
|
685 cx_linked_list_node *next = nright->next; |
|
686 cx_linked_list_node *midstart = nleft->next; |
|
687 cx_linked_list_node *midend = nright->prev; |
|
688 |
|
689 if (prev == NULL) { |
|
690 ll->begin = nright; |
|
691 } else { |
|
692 prev->next = nright; |
|
693 } |
|
694 nright->prev = prev; |
|
695 if (midstart == nright) { |
|
696 // special case: both nodes are adjacent |
|
697 nright->next = nleft; |
|
698 nleft->prev = nright; |
|
699 } else { |
|
700 // likely case: a chain is between the two nodes |
|
701 nright->next = midstart; |
|
702 midstart->prev = nright; |
|
703 midend->next = nleft; |
|
704 nleft->prev = midend; |
|
705 } |
|
706 nleft->next = next; |
|
707 if (next == NULL) { |
|
708 ll->end = nleft; |
|
709 } else { |
|
710 next->prev = nleft; |
|
711 } |
|
712 } else { |
|
713 // swap payloads to avoid relinking |
|
714 char buf[CX_LINKED_LIST_SWAP_SBO_SIZE]; |
|
715 memcpy(buf, nleft->payload, list->item_size); |
|
716 memcpy(nleft->payload, nright->payload, list->item_size); |
|
717 memcpy(nright->payload, buf, list->item_size); |
|
718 } |
|
719 |
|
720 return 0; |
|
721 } |
|
722 |
|
723 static void *cx_ll_at( |
|
724 struct cx_list_s const *list, |
|
725 size_t index |
|
726 ) { |
|
727 cx_linked_list *ll = (cx_linked_list *) list; |
|
728 cx_linked_list_node *node = cx_ll_node_at(ll, index); |
|
729 return node == NULL ? NULL : node->payload; |
|
730 } |
|
731 |
|
732 static size_t cx_ll_find( |
|
733 struct cx_list_s const *list, |
|
734 void const *elem |
|
735 ) { |
|
736 return cx_linked_list_find(((cx_linked_list *) list)->begin, |
|
737 CX_LL_LOC_NEXT, CX_LL_LOC_DATA, |
|
738 list->cmpfunc, elem); |
|
739 } |
|
740 |
|
741 static void cx_ll_sort(struct cx_list_s *list) { |
|
742 cx_linked_list *ll = (cx_linked_list *) list; |
|
743 cx_linked_list_sort((void **) &ll->begin, (void **) &ll->end, |
|
744 CX_LL_LOC_PREV, CX_LL_LOC_NEXT, CX_LL_LOC_DATA, |
|
745 list->cmpfunc); |
|
746 } |
|
747 |
|
748 static void cx_ll_reverse(struct cx_list_s *list) { |
|
749 cx_linked_list *ll = (cx_linked_list *) list; |
|
750 cx_linked_list_reverse((void **) &ll->begin, (void **) &ll->end, CX_LL_LOC_PREV, CX_LL_LOC_NEXT); |
|
751 } |
|
752 |
|
753 static int cx_ll_compare( |
|
754 struct cx_list_s const *list, |
|
755 struct cx_list_s const *other |
|
756 ) { |
|
757 cx_linked_list *left = (cx_linked_list *) list; |
|
758 cx_linked_list *right = (cx_linked_list *) other; |
|
759 return cx_linked_list_compare(left->begin, right->begin, |
|
760 CX_LL_LOC_NEXT, CX_LL_LOC_DATA, |
|
761 list->cmpfunc); |
|
762 } |
|
763 |
|
764 static bool cx_ll_iter_valid(void const *it) { |
|
765 struct cx_iterator_s const *iter = it; |
|
766 return iter->elem_handle != NULL; |
|
767 } |
|
768 |
|
769 static void cx_ll_iter_next(void *it) { |
|
770 struct cx_iterator_base_s *itbase = it; |
|
771 if (itbase->remove) { |
|
772 itbase->remove = false; |
|
773 struct cx_mut_iterator_s *iter = it; |
|
774 struct cx_list_s *list = iter->src_handle; |
|
775 cx_linked_list *ll = iter->src_handle; |
|
776 cx_linked_list_node *node = iter->elem_handle; |
|
777 iter->elem_handle = node->next; |
|
778 cx_invoke_destructor(list, node->payload); |
|
779 cx_linked_list_remove((void **) &ll->begin, (void **) &ll->end, |
|
780 CX_LL_LOC_PREV, CX_LL_LOC_NEXT, node); |
|
781 list->size--; |
|
782 cxFree(list->allocator, node); |
|
783 } else { |
|
784 struct cx_iterator_s *iter = it; |
|
785 iter->index++; |
|
786 cx_linked_list_node *node = iter->elem_handle; |
|
787 iter->elem_handle = node->next; |
|
788 } |
|
789 } |
|
790 |
|
791 static void cx_ll_iter_prev(void *it) { |
|
792 struct cx_iterator_base_s *itbase = it; |
|
793 if (itbase->remove) { |
|
794 itbase->remove = false; |
|
795 struct cx_mut_iterator_s *iter = it; |
|
796 struct cx_list_s *list = iter->src_handle; |
|
797 cx_linked_list *ll = iter->src_handle; |
|
798 cx_linked_list_node *node = iter->elem_handle; |
|
799 iter->elem_handle = node->prev; |
|
800 iter->index--; |
|
801 cx_invoke_destructor(list, node->payload); |
|
802 cx_linked_list_remove((void **) &ll->begin, (void **) &ll->end, |
|
803 CX_LL_LOC_PREV, CX_LL_LOC_NEXT, node); |
|
804 list->size--; |
|
805 cxFree(list->allocator, node); |
|
806 } else { |
|
807 struct cx_iterator_s *iter = it; |
|
808 iter->index--; |
|
809 cx_linked_list_node *node = iter->elem_handle; |
|
810 iter->elem_handle = node->prev; |
|
811 } |
|
812 } |
|
813 |
|
814 static void *cx_ll_iter_current(void const *it) { |
|
815 struct cx_iterator_s const *iter = it; |
|
816 cx_linked_list_node *node = iter->elem_handle; |
|
817 return node->payload; |
|
818 } |
|
819 |
|
820 static bool cx_ll_iter_flag_rm(void *it) { |
|
821 struct cx_iterator_base_s *iter = it; |
|
822 if (iter->mutating) { |
|
823 iter->remove = true; |
|
824 return true; |
|
825 } else { |
|
826 return false; |
|
827 } |
|
828 } |
|
829 |
|
830 static CxIterator cx_ll_iterator( |
|
831 struct cx_list_s const *list, |
|
832 size_t index, |
|
833 bool backwards |
|
834 ) { |
|
835 CxIterator iter; |
|
836 iter.index = index; |
|
837 iter.src_handle = list; |
|
838 iter.elem_handle = cx_ll_node_at((cx_linked_list const *) list, index); |
|
839 iter.base.valid = cx_ll_iter_valid; |
|
840 iter.base.current = cx_ll_iter_current; |
|
841 iter.base.next = backwards ? cx_ll_iter_prev : cx_ll_iter_next; |
|
842 iter.base.flag_removal = cx_ll_iter_flag_rm; |
|
843 iter.base.mutating = false; |
|
844 iter.base.remove = false; |
|
845 return iter; |
|
846 } |
|
847 |
|
848 static int cx_ll_insert_iter( |
|
849 CxMutIterator *iter, |
|
850 void const *elem, |
|
851 int prepend |
|
852 ) { |
|
853 struct cx_list_s *list = iter->src_handle; |
|
854 cx_linked_list_node *node = iter->elem_handle; |
|
855 if (node != NULL) { |
|
856 assert(prepend >= 0 && prepend <= 1); |
|
857 cx_linked_list_node *choice[2] = {node, node->prev}; |
|
858 int result = cx_ll_insert_at(list, choice[prepend], elem); |
|
859 iter->index += prepend * (0 == result); |
|
860 return result; |
|
861 } else { |
|
862 int result = cx_ll_insert_element(list, list->size, elem); |
|
863 iter->index = list->size; |
|
864 return result; |
|
865 } |
|
866 } |
|
867 |
|
868 static void cx_ll_destructor(CxList *list) { |
|
869 cx_linked_list *ll = (cx_linked_list *) list; |
|
870 |
|
871 cx_linked_list_node *node = ll->begin; |
|
872 while (node) { |
|
873 void *next = node->next; |
|
874 cxFree(list->allocator, node); |
|
875 node = next; |
|
876 } |
|
877 // do not free the list pointer, this is just a destructor! |
|
878 } |
|
879 |
|
880 static cx_list_class cx_linked_list_class = { |
|
881 cx_ll_destructor, |
|
882 cx_ll_insert_element, |
|
883 cx_ll_insert_array, |
|
884 cx_ll_insert_iter, |
|
885 cx_ll_remove, |
|
886 cx_ll_clear, |
|
887 cx_ll_swap, |
|
888 cx_ll_at, |
|
889 cx_ll_find, |
|
890 cx_ll_sort, |
|
891 cx_ll_compare, |
|
892 cx_ll_reverse, |
|
893 cx_ll_iterator, |
|
894 }; |
|
895 |
|
896 CxList *cxLinkedListCreate( |
|
897 CxAllocator const *allocator, |
|
898 cx_compare_func comparator, |
|
899 size_t item_size |
|
900 ) { |
|
901 if (allocator == NULL) { |
|
902 allocator = cxDefaultAllocator; |
|
903 } |
|
904 |
|
905 cx_linked_list *list = cxCalloc(allocator, 1, sizeof(cx_linked_list)); |
|
906 if (list == NULL) return NULL; |
|
907 |
|
908 list->base.cl = &cx_linked_list_class; |
|
909 list->base.allocator = allocator; |
|
910 list->base.cmpfunc = comparator; |
|
911 |
|
912 if (item_size > 0) { |
|
913 list->base.item_size = item_size; |
|
914 } else { |
|
915 cxListStorePointers((CxList *) list); |
|
916 } |
|
917 |
|
918 return (CxList *) list; |
|
919 } |