Learn Graph algorithms with C++
Learn Graph algorithms with C++, available at $19.99, has an average rating of 3.35, with 31 lectures, 3 quizzes, based on 131 reviews, and has 3989 subscribers.
You will learn about Thorough understanding about graph algorithms and how to use them in practice This course is ideal for individuals who are Any C++ programmer who wants to learn Graph theory It is particularly useful for Any C++ programmer who wants to learn Graph theory.
Enroll now: Learn Graph algorithms with C++
Summary
Title: Learn Graph algorithms with C++
Price: $19.99
Average Rating: 3.35
Number of Lectures: 31
Number of Quizzes: 3
Number of Published Lectures: 31
Number of Published Quizzes: 2
Number of Curriculum Items: 36
Number of Published Curriculum Objects: 35
Original Price: $34.99
Quality Status: approved
Status: Live
What You Will Learn
- Thorough understanding about graph algorithms and how to use them in practice
Who Should Attend
- Any C++ programmer who wants to learn Graph theory
Target Audiences
- Any C++ programmer who wants to learn Graph theory
Graph theory hold corner stone of modern computer science, extending its tentacles to social networks to neural networks to finding paths in maps. In this course we are looking at graph theory by computer science prospective. We are going to start our discussion by looking at the basic terms of graph theory and them jump on to discuss graph theory related algorithms and then implement those with c++. Following are the types of algorithms we are going to discuss in this course.
1. Graph traversing.
2. Topological sorting and strongly connected component associated algorithms
3. Shortest paths.
4. Finding minimum spanning trees.
5. Maximum flow.
6. NP complete algorithms such as graph coloring, traveling salesman problem etc.
Course Curriculum
Chapter 1: Introduction to graph theory
Lecture 1: Some points before you start
Lecture 2: Introduction
Lecture 3: Lets learn some jargon part 1
Lecture 4: Lets learn some jargon part 2
Chapter 2: Graph representation
Lecture 1: Adjacency matrix representation of a graph
Lecture 2: Adjacency list representation of a graph
Lecture 3: Comparison between two implementations
Chapter 3: Graph traversing algorithms
Lecture 1: Breadth first search
Lecture 2: Breadth first search implementation
Lecture 3: Depth first search
Lecture 4: Predecessor sub graphs
Lecture 5: Classification of edges in predecessor sub graph
Lecture 6: Topological search of a directed graph
Lecture 7: Topological sort implementation
Lecture 8: Strongly connected component of a graph
Lecture 9: Strongly connected component of a graph implementation
Chapter 4: Shortest path in a graph
Lecture 1: Shortest path algorithms introduction
Lecture 2: Bellman ford algorithm
Lecture 3: Bellman ford algorithm implementation
Lecture 4: Shortest path in DAG
Lecture 5: Dijkstra's algorithm of finding shortest path
Lecture 6: Dijkstra's algorithm of finding shortest path explanation
Lecture 7: Dijkstra's algorithm of finding shortest path implementation
Chapter 5: Minimum spanning tree problem
Lecture 1: Minimum spanning tree introduction
Lecture 2: MST- Kruskal's algorithm introduction part 1
Lecture 3: MST-Kruskal's algorithm introduction part 2
Lecture 4: MST-Kruskal's algorithm implementation
Lecture 5: MST-Prims algorithm introduction
Lecture 6: MST-Prims algorithm implementation
Chapter 6: Flow networks
Lecture 1: Introduction to flow networks
Lecture 2: Max flow min cut theorem
Instructors
-
Kasun Liyanage
Software engineer & founder of intellect, co founder at cpphive
Rating Distribution
- 1 stars: 7 votes
- 2 stars: 8 votes
- 3 stars: 12 votes
- 4 stars: 23 votes
- 5 stars: 81 votes
Frequently Asked Questions
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