Model Summary - dynamic programming
Yan's dp analysis
Learn the algorithm on AcWing, y is always strong! ha-ha When using this method to solve the dp problem, the introduction is clear, that is, thinking about the dp problem from the perspective of set. The following is an example of the 01 knapsack problem
When thinking about a DP problem, we can think about the problem f ...
Added by 3.grosz on Tue, 25 Jan 2022 05:42:12 +0200
PIPIOJ 1039: repeat subsequence problem
1039: repeat subsequence problem
Title Description
PIPI has two strings a and B. please find out how many times the string a is repeated at least to make B a subsequence of A.
We call x a subsequence of Y if and only if several characters can be deleted from Y to get X.
For example, for A = "abb" and B="bbaa", A repeats ...
Added by phpbeginner0120 on Tue, 25 Jan 2022 03:36:59 +0200
Detailed analysis of classical dynamic programming problem: Principle Analysis and solution implementation of shortest editing distance algorithm
Basic concepts
Edit distance issue:
It is difficult to edit the distance problem, but the solution is very beautiful, and it is also a rare practical algorithmEdit the distance usage scenario:
For revising the misplaced content of the article The article can only be modified by 20 words, and supports adding, deleting and replacing oper ...
Added by sw9 on Thu, 20 Jan 2022 20:18:55 +0200
[daily question] DP algorithm - change and question + vowel sequence statistics
⭐ New pit in winter vacation -- daily question notes of code Fox
1220. Count the number of vowel sequences - Hard
Title Description:
Give you an integer n, please help us count how many strings with length n can be formed according to the following rules:
Each character in the string should be a lowercase vowel ('a ',' e ',' I ',' o ',' ...
Added by o2cathy on Wed, 19 Jan 2022 21:11:52 +0200
LeetCode-139 - word splitting
Word splitting
Title Description: given a non empty string s and a list wordDict containing non empty words, determine whether s can be divided into one or more words in the dictionary by spaces.
explain:
Words in the dictionary can be reused when splitting.
You can assume that there are no duplicate words in the dictionary.
See LeetCode's o ...
Added by DF7 on Wed, 19 Jan 2022 18:21:58 +0200
First practice of Euclidean algorithm
Title Source: Blue Bridge Cup-2017
Xiao Ming eats breakfast at a bun shop almost every morning. This bun is paved with N kinds of steaming cages, of which the second type just fits Ai buns Each type of steamer has many cages, which can be considered infinite. Whenever a customer wants to buy X buns, the uncle sells buns and chooses sever ...
Added by alanrenouf on Mon, 17 Jan 2022 16:50:55 +0200
Digital statistics DP
preface
Review the content of the basic course of acwing algorithm. This article is to explain the basic algorithm: dynamic programming - digital statistics DP. About time complexity: bloggers are not very good at computing at present. They will make up for it in the future.
1, Dynamic programming
Dynamic Programming (DP) is the proc ...
Added by phait on Sun, 16 Jan 2022 21:54:13 +0200
Analysis of leetcode problem solving ideas 735 - 743 questions
Star collision Given an integer array astroids, the planets in the same row are represented. For each element in the array, its absolute value represents the size of the planet, and positive and negative represents the moving direction of the planet (positive represents moving to the right, negative represents moving to the left). Each planet m ...
Added by CrusaderSean on Sat, 15 Jan 2022 00:33:37 +0200
Daily practice (day03 -- dynamic programming dp)
preface
I've been dragged to the bride in the last two days and haven't done anything. So let's start with a few simple questions to find self-confidence (dog head)
subject
Arithmetic square
Give you a nonnegative integer x, calculate and return the arithmetic square root of X.
Since the return type is an integer, only the integer ...
Added by maheshb on Fri, 14 Jan 2022 22:53:50 +0200
3 multistage decision making problem
9.3 multistage decision making problem
This chapter looks at the problem first.
9.3.1 shortest path of multi segment diagram
9-4 unidirectional TSP (UVA 116)
For an integer matrix with M rows and N columns (m < = 10, n < = 100, the data range here is to remind you that this is a matrix whose width may be much greater than its length ...
Added by SpinCode on Fri, 14 Jan 2022 20:31:46 +0200