Graph Theory and network science involve a large amount of statistical computing on the characteristics of graphs. Generally, statistics, mining, and visualization related to graph data are collectively referred to as graph processing. This series of articles mainly want to explore various
vertex u is a cut point, when and only if satisfies (1) or (2) (1) U is the root, and U has more than one subtree. (2) U is not a root, and satisfies the presence (U,V) as a branch edge (or parent-child edge, that is, U is the father of V in the search tree), making DFN (U) */ intRootson =0, ans =0;///number of sons of the root node BOOLCUT[MAXN] = {false};///tag Array to determine if this point is a cut pointTarjan (1,0); for(intI=2; i) { intv =Father[i]; if(v = =1)///The fath
source point to the remaining vertex. The Update method is: Vertex vv of the above step is the middle point, if Distance[v]+weight (v,i)
Repeat the two steps until the shortest path to all vertices has been found.It needs to be pointed out that the Dijkstra algorithm solves not only the direction graph, but also the non-direction graph. A complete example of a weighted
Links:http://poj.org/problem?id=1966Test Instructions: an undirected graph, n points, M edges, to find the vertex connectivity of this graph.idea: vertex connectivity, that is, the number of cut points in the minimum cut point set, the general method of finding the vertex connectivity of undirected graphs is to transform to the minimum cut of the network flow.Build diagram:(1) The original image of each poi
in the network (2 OutputYour program should write, lines to the standard output. The first line should contain one positive integer:the solution of subtask A. The second line should contain the solution of subtask B.Sample Input52 4 3 04 5 0001 0Sample Output12Graph theory topic, need to solve the problem:1 using Tarjan algorithm to find sub-strong connected graphs2 Identify which sub-strong connected graph
http://blog.csdn.net/pipisorry/article/details/52489321Markov NetworkMarkov networks are commonly referred to as Markov random fields (Markov random field, MRF) in computer vision.Markov network is a method to characterize the joint distribution on X.Like Bayesian networks, a Markov network can be seen as defining a series of independent assumptions determined by the gr
Topic linksTest Instructions: The number of cut points is given by a graph without direction .Ideas: very naked topic, direct template can be. code: #include Uva315-network (non-direction graph cut point)
ISAP algorithmISAP (Improved shortest augument Path) algorithm is an improved version of the SAP algorithm, if the efficiency requirements are high, the algorithm can be used.(1) Overview: The algorithm is based on the fact that the shortest distance from any node to a sink point (in a residual network) will not decrease after each augmentation. In this way, we can use the d[i[to represent the lower bound of the distance from node I to the sink point.
Test instructions
There is a C cow, each cow has the minimum and maximum value of the medicine it can accept, there is an L bottle of medicine, each bottle has a value of u and it can be used up to V cattle, to find out how many cows can be satisfied.
Analysis:
Network stream or binary graph multi-match or priority queue, this problem optimizes my dinic template, the original template will tle ...
Code:
PO
minimize the difference between the smallest edge and the smallest edge.Solution: Use Kruskal
Connectivity, degree, and Topology ProblemsThis type of problem involves techniques such as DFS and point reduction.
Poj 1236-network of schools (basic)Http://acm.pku.edu.cn/JudgeOnline/problem? Id = 1236Question: How many sides can be added to a fully connected graph?Solution: scale down, view degree
Poj 1659-fro
difference between the maximum edge and the smallest edge: Kruskal
Connectivity, degree, and Topology ProblemsThis type of problem involves techniques such as DFS and point reduction.
Poj 1236-network of schools (basic) http://acm.pku.edu.cn/JudgeOnline/problem? Id = 1236 question: how many sides can be added to a fully connected graph solution: scale down, view degree
Poj 1659-frogs 'neighborhood (basi
1 Figure Neural Network (original version)Figure Neural Network now the power and the use of the more slowly I have seen from the most original and now slowly the latest paper constantly write my views and insights I was born in mathematics, so I prefer the mathematical deduction of the first article on the introduction of the idea of neural Network Diagram Neura
1 Overview
Dynamic topology coloring is a kind of power system advanced Application System, topology analysis is an important part of electric power speciality, it is the basis of power automation analysis, it directly reflects the power equipment modeling of automation system, provides the system's real-time running network structure, and can be dynamic coloring, Provide users with an intuitive way to understand the operating mode of the system. 2 D
ArticleDirectory
Max weight closure Diagram
Minimum vertex weight overwrite in a Bipartite Graph
Maximum vertex weight independence set in a Bipartite Graph
Previous Article: network stream/bipartite graph Summary
The last article is the most basicCodeTo achieve this, I would like to add one point.
Connectivity Problem of a graph: delete some elements (points or edges) in the graph so that the two specified points s and t are not connected (there is no path from s to t ), you must delete at least a few elements.Graph connectivity is divided into point connectivity and Edge Connectivity:(1) Point Connectivity: Only Delete points. delete at least a few points. (Of course, s and t cannot be deleted. Here
POJ 1144 Network (undirected graph component cut point), poj1144
Address: POJ 1144
Cut Point. There are two conditions for determining whether a point is a cut point:
If u is a cut point, and only if the following one is satisfied
1. If u is the root of a tree, u must have more than one subtree.
2. if u is not the root of a tree, (u, v) is the edge of a tree branch. When Low [v]> = DFN [u.
Then we can find
The probabilistic graphical model series is explained by Daphne Koller In the probabilistic graphical model of the Stanford open course. Https://class.coursera.org/pgm-2012-002/class/index)
Main contents include (reprinted please indicate the original source http://blog.csdn.net/yangliuy)
1. probabilistic Graph Model Representation and deformation of Bayesian Networks and Markov networks.
2. Reasoning and inference methods, including Exact Inference (
[24 questions about network stream] minimum path coverage (Bipartite Graph Matching) programming questions, 24 bipartiteQuestion
Principle: Minimum path overwrite = point-matching number;It is easy to understand: the two points can be matched, which is equivalent to putting them in and querying the set, and querying the number of sets is the number of paths;However, my understanding of
This blog post for the migration, written on May 16, 2015, does not represent my current views and views. Original address: http://blog.sina.com.cn/s/blog_6022c4720102w0d8.html1. Prefacefirst, a concept-the minimum cut. What is the minimum cut? On the network stream, the smallest stream is truncated so that no traffic can flow from the source point to the sink point. Think about it, in fact, the biggest traffic flow. So we can get a theorem- minimum c
Title: POJ 1236 Network of schoolsSimilar topics hdoj 2767 3836/******* the following Kuang explanation of the Great God, written very well does not explain the *************************/The number of 0 and the number of degrees of 0 for the indentation of strongly connected componentsThe main topic:N (2 Each school has a one-way network, each school gets a set of software, can be transmitted through a one-
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