2) deliver from godown
出库, 出栈
4) Stack overflow
栈溢出
1.
By analyzing error of stack overflow,heap overflow,BSS overflow and formatted string overflow,acoording to openning memory while programe runing,this paper points out the cause and result of overflow errror.
溢出错误是编写程序时比较常见的错误,通过对C语言中栈溢出、堆溢出、BSS溢出和格式化串溢出错误的分析,根据程序运行时所开辟的内存空间,指出了产生错误的原因和结果,并给出C语言溢出错误的防范措施。
5) stack overflow
堆栈溢出
1.
The nature of how the stack overflow attack happens was analyzed.
堆栈溢出 ( Stack overflow)攻击是当前攻击计算机的一种常用手段 。
2.
Aiming at the deficiency of common method StackGuard which avoids stack overflow by improving compiler we putforword a new method of anti-stack overflow based on random technology and StackShield method,which another improving compiler method.
针对现有的用增强编译器来消除堆栈溢出的常用方法StackGuard在实际使用中表现出的不足,基于随机数技术及结合另一种增强编译器的方法StackShield部分思想提出了一种防止堆栈溢出攻击的新方法。
3.
The main idea of this article describes the theory of stack overflow, and the implement of stack overflow in solaris platform by bypassing the non-executable stack.
本文描述了在 solaris平台上堆溢出的基本原理 ,以及通过绕过不可执行堆栈在 solaris平台上实现堆栈溢出的方法。
6) out-stack sequence
出栈序列
1.
Expresses the in-stack and the out-stack sequence with binary tree,gives an algorithm to create a binary tree by pre-O stack sequence,proves that the number of out-stack sequence is C(2n,n)/(n+1)when n elements put in the stack in order,analyzes and studies the three algorithms about solutions of out-stack sequence,and presents an .
利用二叉树给出了入栈和出栈序列的表示;给出了由前置O栈序列构造出二叉树的算法;证明了对于按次序入栈的n个元素,其出栈序列总数为C(2n,n)/(n+1);对三种求解出栈序列算法进行了分析和研究,并提出一种时间复杂度为O(n)判断某一序列是否为出栈序列的算法,它提高了程序的执行效率。
2.
In this article,the method of how to obtain the out-stack sequence of in-stack sequence ｛1,2,3.
利用二叉树与栈序列的关系,给出了当入栈序列为{1,2,3,……n}时如何得到所有可能的出栈序列的方法,并用C++编程实现了这一算法。
3.
By using induction approach,a united formula based on the analysis of three count problems with respect to out-stack sequence、binary tree、binary-find tree is presented in the article.
本文用递归的方法对出栈序列、二叉树、二叉搜索树三种计数问题进行了分析,得到了一个统一的递推关系式,作者分析了这三个问题同解的原因,指出了这三个问题是同构的,对于这三个问题的解,用C++语言编程实现了算法。
补充资料：栈栈
1.众盛貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条