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zvX!@$KP(7KhzLWLKSZVcZiGQd3Ao;$5%s;E+~eM-#!K2XO_a~Rv7qMPWk}e?RM{4t zDlE6z9abM??=M`6QECgWYKtRpi&$-orb;Q-7h%R+1sXx`ZT%6wcCgR4@un!k?$#o`d?i&Z`a{RQ7O48wD2r_XFVp aF>{CbxLaAH1Nj6%yn^VAj54aS=>G#wR*KC4 literal 0 HcmV?d00001 diff --git a/作业/数据结构-金健/C++/第八章作业/第八章作业1.cpp b/作业/数据结构-金健/C++/第八章作业/第八章作业1.cpp new file mode 100644 index 0000000..c32d1ae --- /dev/null +++ b/作业/数据结构-金健/C++/第八章作业/第八章作业1.cpp @@ -0,0 +1,44 @@ +#include +#include + +using namespace std; +#define N 1000 +int a[N]; +int *_one_process(int *_begin, int *_end){ + int temp = *_begin; + int len = _end - _begin; + int *left = _begin, *right = _end; + for (int *p = _begin + 1; p <= _end; p++) { + if (*p <= temp) { + swap(*left++, *p); + } else { + swap(*right--, *p); + } + } + assert(left == right); + *left = temp; + return left; +} + +void _fastsort(int *_begin, int *_end) { + if (_begin >= _end) + return; + int *middle = _one_process(_begin, _end); + _fastsort(_begin, middle - 1); + _fastsort(middle + 1, _end); +} + +void fast_sort(int *a, int len) { + _fastsort(a, a + len - 1); +} + +int main() +{ + int n; + cin >> n; + for (int i = 0 ; i < n; i++) cin >> a[i]; + fast_sort(a, n); + for (int i = 0; i < n; i++) cout << a[i] << " "; + cout << endl; + return 0; +} diff --git a/作业/数据结构-金健/C++/第八章作业/第八章作业2.cpp b/作业/数据结构-金健/C++/第八章作业/第八章作业2.cpp new file mode 100644 index 0000000..a694a5c --- /dev/null +++ b/作业/数据结构-金健/C++/第八章作业/第八章作业2.cpp @@ -0,0 +1,118 @@ +// 20:50 +// 22:31 + +#include + +const int N = 1000; + +class BigHeap { +private: + int *_internal_array; + int len = 0; + bool external = false; + + int get_left_child(int index) { + return this->_internal_array[index * 2]; + } + + int get_right_child(int index) { + return this->_internal_array[index * 2 + 1]; + } + + int get_parent(int index) { + return this->_internal_array[index / 2]; + } + void adjust_up(int index) { + while (index > 1 && this->_internal_array[index] > this->get_parent(index)) { + std::swap(this->_internal_array[index], this->_internal_array[index / 2]); + index /= 2; + } + } + + void adjust_down(int index) { + while (index * 2 <= this->len) { + int target = index; + if (this->_internal_array[target] < this->get_left_child(index)) // 如果左节点更大 + target = index * 2; // 左节点换上来 + if (index * 2 + 1 <= this->len && this->_internal_array[target] < this->get_right_child(index)) // 如果右节点更大 + target = index * 2 + 1; // 右节点换上来 + if (index == target) + break; + // 如果满足了当前节点比左右子节点大,就不用继续下沉了 + + std::swap(this->_internal_array[index], this->_internal_array[target]); + index = target; + } + } + // 好像不太对,算了不用了,叶子节点直接判断就行了 + int get_last_non_leaf_index(int len) { + int pow_of_2 = 1; + int times = 0; + while (pow_of_2 < len) { + pow_of_2 *= 2; // 也可以写成 pow_of_2 <<= 2; + times++; + } + return times; + } + +public: + BigHeap() { // 构造函数,在初始化时被调用 + this->_internal_array = new int[N]; + } + BigHeap(int *external_array, int len) { // 也是构造函数,但是使用外部的数组初始化,数组要从1开始 + this->_internal_array = external_array; + this->len = len; + for (int i = this->len; i >= 1; i--) { + adjust_down(i); + } + this->external = true; + } + ~BigHeap() { // 析构函数,在对象被删除时被调用 + if (!this->external) + delete this->_internal_array; + } + + int get_length() { + return this->len; + } + + void insert(int num) { + this->_internal_array[++this->len] = num; + int index = this->len; + adjust_up(index); + } + + int pop() { + int result = this->_internal_array[1]; + this->_internal_array[1] = this->_internal_array[this->len--]; + adjust_down(1); + return result; + } +}; + +int a[N]; +int len; + +int main() { + std::cin >> len; + for (int i = 1; i <= len; i++) + std::cin >> a[i]; + + BigHeap big_heap_internal; + for (int i = 1; i <= len; i++) { + big_heap_internal.insert(a[i]); + } + std::cout << "逐个插入后,逐个弹出输出的结果为:" << std::endl; + while (big_heap_internal.get_length() > 0) { + std::cout << big_heap_internal.pop() << " "; + } + std::cout << std::endl; + + BigHeap big_heap_external(a, len); + std::cout << "一次性初始化后,逐个弹出输出的结果为:" << std::endl; + while (big_heap_external.get_length() > 0) { + std::cout << big_heap_external.pop() << " "; + } + std::cout << std::endl; + return 0; +} \ No newline at end of file