Title

Graph Theory and Algorithms Implementation

Implement Graphs important Algorithms like DFS, BFS, Kruskals ,Prims and Dijastra's Algorithms in C++

5.00 (1 reviews)
Udemy
platform
English
language
Other
category
instructor
Graph Theory and Algorithms Implementation
10
students
4.5 hours
content
Jun 2021
last update
$19.99
regular price

What you will learn

Thorough Understanding about Graph Algorithms .

Depth First Search and Breadth First Search.

From scratch Implementation of DFS and BFS Algorithms.

From scratch Implementation of Important algorithms like Kruskals, PRims and Dijastra's Algorithm

Spanning Trees and MST

Why take this course?

Course Title: Graph Theory and Algorithms Implementation Headline: Master Implement Graphs Important Algorithms like DFS, BFS, Kruskal's, Prims, and Dijkstra's Algorithms in C++ πŸš€


Course Description:

Dive into the world of graph theory and harness the power of C++ to implement some of the most crucial algorithms that underpin numerous real-world applications. Whether you're navigating a metro system, charting out communication networks, or analyzing complex social relationships – understanding graphs is key. 🌐

In this comprehensive course, renowned instructor Kunal Gupta will guide you through the fundamental concepts of graph theory and then take a deep dive into a variety of important algorithms. You'll explore Graph Theory basics, critical algorithm types, and their practical applications. πŸ“šβœ¨

What You'll Learn:

  • Graph Theoretic Concepts: Gain a strong foundation in graph terminology, operations, and characteristics that are essential for understanding algorithms.
  • Fundamental Algorithms: Get hands-on experience with Depth-First Search (DFS), Breadth-First Search (BFS), Kruskal's Minimum Spanning Tree (MST) algorithm, Prims MST algorithm, and Dijkstra's Shortest Path Finding (SPF) algorithm.
  • Real-World Implications: Discover how to apply these algorithms to navigate through directed graphs and understand the complexities of spanning trees, both minimal and maximum.

Course Highlights:

  • Interactive Learning: Engage with interactive coding sessions that bring graph algorithms to life in C++.
  • Expert Guidance: Learn from Kunal Gupta's industry experience and teaching expertise.
  • Real-World Applications: Understand the practical applications of graph theory and algorithms across various domains, including social networks, routing, scheduling, and more.
  • Practical Projects: Apply your knowledge by working on projects that solve real problems using graph algorithms.

Algorithms in Focus:

  • Depth-First Search (DFS): A fundamental recursive algorithm for traversing or searching tree or graph data structures. 🌳

  • Breadth-First Search (BFS): An algorithm for traversing or searching the nodes of a graph. It starts at the tree root and explores all of the neighbor nodes at the present depth before moving on to the nodes at the next depth level. πŸ”

  • Kruskal's & Prim's Algorithms: Discover the most efficient ways to construct a minimum spanning tree for any connected edge-weighted graph. These algorithms can save time, resources, and cost in many real-world applications, from network design to geographical path optimization. πŸ›£οΈ

  • Dijkstra's Algorithm: Learn how to compute the shortest paths between nodes in a weighted graph, with positive or negative edge weights but without negative cycles. This algorithm is widely used in location-based services like GPS navigation. πŸ“

Why Take This Course?

Whether you're a software developer, data scientist, or a student looking to excel in computer science, this course will equip you with the skills to implement and understand graph algorithms in C++. You'll gain a deeper appreciation for the elegance of these algorithms and their applications, preparing you for tackling complex problems in your future career endeavors. πŸŽ“πŸš€

Enroll Now to Transform Your Coding Skills with Graph Theory and Algorithms! πŸ€©πŸŽ‰

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Related Topics

4016650
udemy ID
30/04/2021
course created date
24/05/2021
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