C # principles for improving maintainability of the design model

To improve Software maintainability, the following principles should be followed:1. "Open-Close" principle (OCP)A software entity should be open to extensions and closed to modifications.2. Lishi replacement principle (LSP)Child types must be able

C # event Delegation

C # Use the delegate model to implement events. The event processing method does not need to be defined in the generated event class. What you need to do is to combine the event source with the event processing program, the event processing delegate,

Code Implementation of the KMP Algorithm

Last week, BEN of the algorithm class spent an hour talking about the relationship between automatic machines and KMP... I have to go to class again tomorrow. I spent half a day reading KMP, and now I am stuck in the skip length in the next mode. I

POJ 1861 Network

It is also a minimal spanning tree problem. Special Judge. The answer is not unique. So the sample looks wrong... It is also a sad G ++ AC. Submit C ++ and then WA... We have to go over the road and look at it. # Include # Include #

K times dynamic subtraction game HDU 2486 & amp; POJ 3922

Question link: http://poj.org/problem? Id = 3922 Http://acm.hdu.edu.cn/showproblem.php? Pid = 1, 2486 This is hard to understand. Record it first. Raytheon question: http://www.cnblogs.com/jianglangcaijin/archive/2012/12/19/2825539.html Paste a

Ultraviolet A 11768-Lattice Point or Not (number theory)

Ultraviolet A 11768-Lattice Point or Not Question Link Given two vertices to form a line segment, these points are in the form of a very bit, and the positive number points fall on this line. Train of Thought: first form a x + B y = c for the linear

Ultraviolet A 10622-Perfect P-th Powers (number theory)

Connection: Ultraviolet A 10622-Perfect P-th Powers For x, if the maximum p exists so that the integer must be x = bp, x is called perfect pth power. Returns x and returns p. Solution: use x to break down the prime factor. The maximum number of all

Ultraviolet A 10557 xy133

The questions are as follows: Problem D: xy.pdf ADVENT: /ad?vent/, n. The prototypical computer adventure game, first designed by Will Crowther on the PDP-10 in the mid-1970s as an attempt at computer-refereed fantasy gaming, and expanded into a

HDU 2639 Bone Collector II

Bone Collector IITime Limit: 5000/2000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Others)Total Submission (s): 2089 Accepted Submission (s): 1097Problem DescriptionThe title of this problem is familiar, isn' t it? Yeah, if you had took part

ACM: backtracking, subset generation

(1) incremental Constructor # Include # Include using namespace std; const int MAXN = 1000; int A [MAXN], n; void print_subset (int n, int * A, int cur) {for (int I = 0; I n; print_subset (n, A, 0); return 0 ;} (2) bit vector method #

POJ 2286 The Rotation Game iterative search depth + A * = IDA *

It seems that this algorithm is quite limited. Repeated search is a bad place and requires efficient Valuation Functions for strong pruning, which is difficult. Iterative search depth is a cool search method, but it is a bit time-changing. The first

Ultraviolet A 766-Sum of powers (bernuoli number)

766-Sum of powersQuestion: Find the coefficient of conversionIdea: after reading the nature of bernuoli number in wiki, we can push it.Then B is the bernuoli number, with a formula,In this way, we can calculate the bernuoli number for each item by

SPOJ 694, 705 Distinct Substrings, New Distinct Substrings (suffix array)

Question: Evaluate the number of different substrings in a string. Train of Thought Analysis: A substring must be the prefix of a suffix. Therefore, we take out each suffix, analyze how many prefixes it has, and then remove the same prefix as the

Ultraviolet A 11426-GCD-Extreme (II) (number theory)

Link to the question: Ultraviolet A 11426-GCD-Extreme Question: Give n, ask Σ I! = Jngcd (I, j) Solution: f (n) = gcd (1, n) + gcd (2, n) +? + Gcd (n? 1, n)S (n) = f (2) + f (3) +? + F (n)S (n) = S (n? 1) + f (n)The problem is converted to how to

BZOJ record PART 6

[BZOJ2709] Two-point addition verification of water. However, it seems that the reading fails... [BZOJ3229] see this for powerful algorithms. It was "recommended" by a bunch of experts in the IDC room, so it was pitted... Written for one afternoon...

Ultraviolet (a) 1434-YAPTCHA (number theory)

Ultraviolet A 1434-YAPTCHA Question Link Question: Find the answer to the formula in the question Ideas:When 3?K+ 7 when it is not a prime number, then (3?K+ 6 )! (Because we can certainly find two factors to multiply)Therefore, the original

Ultraviolet A 1069-Always an integer (number theory)

1069-Always an integerGiven a polynomial, determine whether it is always an integer.Idea: the example in the LRJ White Paper shows that as long as the equation 1 to k + 1 (k is the maximum number of times) is an integer, then the entire equation is

Ultraviolet A 1069-Always an integer (Mathematics + brute force)

Link to the question: Ultraviolet A 1069-Always an integer Returns a polynomial multiple times and asks if the structure is an integer for any positive integer n. Solution: First process the string, and then enumerate n from 1 to k + 1 to judge. k

POJ 3261 Milk Patterns (suffix array)

Question: Returns the maximum length of a substring that can be overwritten for k times. Train of Thought Analysis: It is also the length of the binary answer, and then scan the height to determine whether the result is true. #include

Ultraviolet A 1436-Counting heaps (Counting problem)

Ultraviolet A 1436-Counting heaps Question Link Given the structure of a tree, place 1-N numbers in it. The value of the parent node must be smaller than that of the child node. Train of Thought: f [u] indicates the case where u is the subtree, then

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