Tenth update on iterators - TREESET
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@@ -1,4 +1,5 @@
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# Treeset examples
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* iterator.c - A complete example of the treeset iterator
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* set_ops.c - Demonstrates common set operations like *union*, *intersection*, *difference* and *symmetric difference*.
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* tree_print.c - How to print a binary tree.
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@@ -0,0 +1,194 @@
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/**
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* iterator.c
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*
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* Creation Date: 16/05/2019
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*
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* Authors:
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* Leonardo Vencovsky (https://github.com/LeoVen)
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*
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* Iterator Example
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*/
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#include "treeset.h"
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#include <stdio.h>
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#include <inttypes.h>
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// Int hash function
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size_t inthash(int t)
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{
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size_t a = t;
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a += ~(a << 15);
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a ^= (a >> 10);
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a += (a << 3);
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a ^= (a >> 6);
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a += ~(a << 11);
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a ^= (a >> 16);
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return a;
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}
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// Int compare function
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int intcmp(int a, int b)
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{
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return a - b;
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}
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// Creates a treeset of integers
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TREESET_GENERATE(ts, treeset, /* FMOD */, int)
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int main(int argc, char const *argv[])
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{
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// Create a new treeset with an initial capacity of 100 and load factor of 0.6
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treeset *my_treeset = ts_new(intcmp);
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// Add elements to the treeset
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for (int i = 0; i < 20; i++)
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{
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ts_insert(my_treeset, i);
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}
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// Iterate from the start (index 0) to the end (index count - 1) of the treeset
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for (treeset_iter it = my_treeset->it_start(my_treeset); // Initialize iterator 'it' to the start of the treeset
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!ts_iter_end(&it); // Conditional stop (until it is not at the end)
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ts_iter_next(&it)) // Iterator goes one position forward
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{
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// Access the current element
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int e = ts_iter_value(&it);
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// Access the current index (index is relative to all the elements in the iteration)
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size_t i = ts_iter_index(&it);
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// Print treeset
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// Index is useful in situations like this
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// If it is the first element
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if (i == 0)
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printf("[ %d, ", e);
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// If it is the last element
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else if (i == ts_count(my_treeset) - 1)
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printf("%d ]\n", e);
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// For elements at the middle
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else
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printf("%d, ", e);
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}
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// Index can also be used to iterate over a certain portion of a collection
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size_t limit = ts_count(my_treeset) / 2;
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for (treeset_iter it = my_treeset->it_start(my_treeset); !ts_iter_end(&it); ts_iter_next(&it))
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{
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// Access the current element
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int e = ts_iter_value(&it);
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// Access the current index (index is relative to all the elements in the iteration)
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size_t i = ts_iter_index(&it);
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// Print treeset up until limit
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// If it is the first element
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if (i == 0)
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printf("[ %d, ", e);
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// If it is the last element
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else if (i == limit - 1) // -1 because index is 0 based and we want half of the treeset
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{
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printf("%d ]\n", e);
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break;
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}
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// For elements at the middle
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else
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printf("%d, ", e);
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}
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// Going backwards
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for (treeset_iter it = my_treeset->it_end(my_treeset); // Initialize iterator 'it' to the end of the treeset
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!ts_iter_start(&it); // Conditional stop (until it is not at the start)
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ts_iter_prev(&it)) // Iterator goes one position backwards
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{
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// Access the current element
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int e = ts_iter_value(&it);
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// Access the current index (index is relative to all the elements in the iteration)
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size_t i = ts_iter_index(&it);
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// Print treeset
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// Note how the conditions for the first and last elements are simply swapped
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// Because iterating backwards make the first element be the index count - 1
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// and the last one be the index 0
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// If it is the first element
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if (i == ts_count(my_treeset) - 1)
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printf("[ %d, ", e);
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// If it is the last element
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else if (i == 0)
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printf("%d ]\n", e);
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// For elements at the middle
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else
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printf("%d, ", e);
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}
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// You can also use iterators in a while loop
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// But to do so you must declare the iterator struct outside the loop first
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treeset_iter it;
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// You have three options:
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// - Initialize it using the functions provided by the treeset [ my_treeset->it_start() and my_treeset->it_end() ]
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// - Initialize it using the init() function (when the iterator is already allocated)
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// - Initialize it using the new() function (allocates on the heap, pointers only)
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it = my_treeset->it_start(my_treeset);
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it = my_treeset->it_end(my_treeset);
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// This is equivalent to it_start()
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ts_iter_init(&it, my_treeset);
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// For pointers
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// Also equivalent to it_start()
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treeset_iter *iter = ts_iter_new(my_treeset);
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// The actual while loop
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while (!ts_iter_end(iter))
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{
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// Accessing elements
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int e = ts_iter_value(iter);
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size_t i = ts_iter_index(iter);
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// Print index and element
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printf("treeset[%2" PRIuMAX "] = %2d\n", i, e);
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// Move iterator forwards
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ts_iter_next(iter);
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}
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// Send the iterator to the start of the treeset
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ts_iter_to_start(iter);
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// Send the iterator to the end of the treeset
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ts_iter_to_end(iter);
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// Backwards loop
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while (!ts_iter_start(iter))
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{
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// Accessing elements
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int e = ts_iter_value(iter);
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size_t i = ts_iter_index(iter);
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// Print index and element
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printf("treeset[%2" PRIuMAX "] = %2d\n", i, e);
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// Move iterator backwards
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ts_iter_prev(iter);
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}
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// Certain iterators also allow you to modify the contents it is iterating over
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// Exceptions are collections that depend of the current state of the element
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// like tree-based collections and heap (collections that have some kind of ordering).
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// You also can't change the keys of an associative collection
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// In the case of a treeset or any set, this is not possible because the
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// values of a set are its keys. Changing the elements could cause the set
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// to be in an invalid state.
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// Dispose the iterator called by ts_iter_new()
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ts_iter_free(iter);
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// Dispose the treeset created
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ts_free(my_treeset);
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return 0;
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}
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@@ -22,13 +22,13 @@ TREESET_GENERATE(set, set, /* static */, int)
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void print_set(set *s)
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{
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size_t index;
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int result;
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set_iter iter;
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set_iter_init(&iter, s);
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for (set_iter_tostart(&iter); !set_iter_end(&iter);)
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for (set_iter_to_start(&iter); !set_iter_end(&iter); set_iter_next(&iter))
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{
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set_iter_next(&iter, &result, &index);
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int result = set_iter_value(&iter);
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size_t index = set_iter_index(&iter);
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if (index == 0)
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printf("[ %2d, ", result);
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else if (index == s->count - 1)
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@@ -24,7 +24,7 @@ void print_tree(set_node *root, int height)
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for (int i = 0; i < height; i++)
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printf("|------- ");
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printf("%d\n", root->key);
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printf("%d\n", root->value);
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print_tree(root->left, height + 1);
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}
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