题目原文: Stack with max. Create a data structure that efficiently supports the stack operations (push and pop) and also a return-the-maximum operation. Assume the elements are reals numbers so that you can compare them. 分析: 该题目要求在实现正常stack的push和pop操作外,还…
题目原文: Implement a queue with two stacks so that each queue operations takes a constant amortized number of stack operations. 题目要求用栈实现队列的所有操作. package week2; import java.util.Stack; /** * Queue with two stacks. Implement a queue with two stacks so tha…
第二周课程的Elementray Sorts部分练习测验Interview Questions的第3题荷兰国旗问题很有意思.题目的原文描述如下: Dutch national flag. Given an array of n buckets, each containing a red, white, or blue pebble, sort them by color. The allowed operations are: swap(i,j): swap the pebble in buc…
题目原文: Given two integer arrays of size n , design a subquadratic algorithm to determine whether one is a permutation of the other. That is, do they contain exactly the same entries but, possibly, in a different order. 本质上就是求两个数组排序后是否相等,鉴于本节课学的是选择.插入.…
题目原文: Given two arrays a[] and b[], each containing n distinct 2D points in the plane, design a subquadratic algorithm to count the number of points that are contained both in array a[] and array b[]. 题目的目标就是计算重复point的个数,很简单,代码如下 import java.awt.Poin…
题目原文: Design an algorithm to perform an inorder traversal of a binary search tree using only a constant amount of extra space. public void traverse(BST<Key,Value> bst) { traverse(bst.root.left, bst.root); } private void traverse(Node current, Node p…
1. Java autoboxing and equals(). Consider two double values a and b and their corresponding Double value x and y. Find values such that (…
前言 只要你不计较得失,人生还有什么不能想法子克服的. 原文地址:学习javascript数据结构(一)--栈和队列 博主博客地址:Damonare的个人博客 几乎所有的编程语言都原生支持数组类型,因为数组是最简单的内存数据结构.javascript也有数组类型,而数组呢,其实就是一种特殊的栈或是队列,利用javascript Array所内置的API可以很方便的模拟栈和队列. 正文 我想对于数组每一个学过编程语言的都不会陌生吧,我们知道,我们可以在数组的任意位置添加或是删除元素,然而,有时候我…
一.题目:用两个栈实现队列 题目:用两个栈实现一个队列.队列的声明如下,请实现它的两个函数appendTail和deleteHead,分别完成在队列尾部插入结点和在队列头部删除结点的功能. 原文是使用C++结合模板实现的定义,这里我们采用C#结合泛型来实现这个队列的定义,我们要实现的就是两个方法:AppendTail与DeleteHead public class CQueue<T> { private Stack<T> stack1; private Stack<T>…